tag:blogger.com,1999:blog-67599128687536840192024-03-13T07:08:10.498-07:00Evolution BeachLipoLab: Evolution, Archaeological Science, and SurfingAnonymoushttp://www.blogger.com/profile/05671518366138965993noreply@blogger.comBlogger339125tag:blogger.com,1999:blog-6759912868753684019.post-43777689354456114372016-02-13T06:05:00.001-08:002016-02-13T06:05:32.866-08:00Darwin Day: Integrating Evolution and People<br />
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In honor of Darwin Day, I offer a lecture given by my late advisor, Robert C. Dunnell (RCD). RCD delivered this lecture at <span style="font-family: 'TimesNewRomanPSMT'; font-size: 12.000000pt;">Mississippi State University on 15 April 2009. It provide a bit of insight into his perspective on evolution but also a great overview on the importance of what Darwin (and others following him) have achieved. Enjoy.</span><br />
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<a href="https://drive.google.com/file/d/0B7HmS4M0TiJSaGVweVNFeFlUU1k/view?usp=sharing">https://drive.google.com/file/d/0B7HmS4M0TiJSaGVweVNFeFlUU1k/view?usp=sharing</a><br />
Anonymoushttp://www.blogger.com/profile/05671518366138965993noreply@blogger.com1tag:blogger.com,1999:blog-6759912868753684019.post-3072657997413079002015-11-20T06:52:00.003-08:002015-11-20T06:52:54.207-08:00Wow. This is amazing. For a fantastic view of the earth’s global weather patterns (computer model updated every three hours), ocean surface currents (updated every five days), ocean temps (updated daily), ocean waves (updated every 3 hours), airborne particulate matter (updated 3 hours), check out:
<a href="http://earth.nullschool.net/">
http://earth.nullschool.net/</a><br />
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/>
Anonymoushttp://www.blogger.com/profile/05671518366138965993noreply@blogger.com0tag:blogger.com,1999:blog-6759912868753684019.post-43214174092186356442015-11-20T06:00:00.002-08:002015-11-20T06:12:11.224-08:00Lessons from Prehistory for the PresentBrandon Clifford at <a href="http://www.matterdesignstudio.com/#/mcknelly-megalith/">Matter Design</a> taught a class at MIT called "Megalithic Robotics." Using principles from our research on <a href="http://www.amazon.com/Statues-Unraveling-Mystery-STATUES-Paperback/dp/B00QMWO5T2">moai walking</a> they built an amazingly massive sculpture that can be moved with minimal effort. The result is quite cool. Check it out: <a href="http://www.matterdesignstudio.com/#/mcknelly-megalith/">http://www.matterdesignstudio.com/#/mcknelly-megalit</a>h/Anonymoushttp://www.blogger.com/profile/05671518366138965993noreply@blogger.com0tag:blogger.com,1999:blog-6759912868753684019.post-16004848383726856612015-10-26T08:33:00.000-07:002015-10-26T08:33:39.841-07:00Evolutionary Research and Graduate Programs at Binghamton University... Interested?
Now that I have landed at Binghamton University, I am looking forward to working with graduate students who are interested in pursuing a PhD in evolution-based research focusing on the archaeological record and/or historical and contemporary data. Ideal students would have an interest in quantitative methods, programming and other kinds of tools that enable evolutionary modeling (e.g., simulation). Some experience in archaeometry, artifact analysis, phylogenetic analyses, materials analyses, geochronology, GIS, remote sensing, paleoenvironmental analyses, spatial studies, statistics, etc. would be beneficial though training in these areas is certainly available at Binghamton. Fundamentally, I am looking for students who are passionate about science and share my passion for figuring out why the human past unfolded as it did. <div class="separator" style="clear: both; text-align: center;"><a href="http://3.bp.blogspot.com/-DiXU07qV7w8/Vi5HlgGlPZI/AAAAAAADl7c/vexJfB0L0OM/s1600/38887bcfa3619a939f4725c92b74ec11.gif" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://3.bp.blogspot.com/-DiXU07qV7w8/Vi5HlgGlPZI/AAAAAAADl7c/vexJfB0L0OM/s320/38887bcfa3619a939f4725c92b74ec11.gif" /></a></div>
Binghamton University offers a remarkable array of resources that can provided a background and training in evolutionary studies. Within the Anthropology Department, the PhD program is a general sort with the usual exposure to anthropological research. However, in my own courses I teach all my classes within a science- and evolutionary based framework. In addition to my own classes, opportunities exist within the department to gain training from other faculty. For example, <a href="https://www.binghamton.edu/anthropology/people/faculty/j-koji-lum.html">Koji Lum</a> runs the Laboratory of Evolutionary Anthropology and Health (LEAH) and does research that emphasizes the Pacific islands, a region of particular interest to me. <a href="https://www.binghamton.edu/anthropology/people/faculty/andy-merriwether.html">David (Andy) Merriwether </a> runs an ancient DNA laboratory and is doing amazing work studying past populations of camelids. The potential for collaborative work and cross-training in these laboratories is exceptional. In the area of paleoanthropology, <a href="https://www.binghamton.edu/anthropology/people/faculty/rolf-quam.html">Rolf Quam</a> is studying human evolution and has been active at <a href="http://www.atapuerca.tv/">Atapuerca</a> in northern Spain.
Outside the Department there is an even greater array of opportunities for training in evolution. First, we have <a href="http://evolution.binghamton.edu/evos/">EVoS, the Evolutionary Studies Program. </a> EVoS is an interdisciplinary program that brings together faculty from across the University who are interested in evolutionary theory and evolutionary science. EVoS offers classes in evolutionary thinking and has a prominent lecture series that brings researchers from around the world to present on evolution-based research. The Director of EVoS is <a href="http://evolution.binghamton.edu/dswilson/">David Sloan Wilson</a>, who is well-known for his evolutionary theory advocacy, research into the dynamics of group-level behavior and applications of evolutionary thinking to contemporary issues in communities. Wilson is a remarkable thinker who is fearless in his approach to using evolution in the study of human populations.
Second, Binghamton has the newly established <a href="http://coco.binghamton.edu/">Center for Collective Dynamics of Complex Systems, CoCo</a>. CoCo is an interdisciplinary program that fosters collaborations among faculty who are interested in studying complexity. Many of the CoCo researchers make use of evolutionary dynamics as a means of studying change in populations and their foci complement that of EVoS quite nicely.
In terms of science-based analyses of the archaeological record and in addition to resources in Geological Sciences, Binghamton has the <a href="http://www.binghamton.edu/adl/">Advanced Diagnostics Laboratory (ADL)</a>. ADL is a centrally managed laboratory with a diverse array of instruments that are suitable for studying physical properties of material culture. These instruments will play an important role in generating data on variability in artifact performance as it varies over space and time.
In the realm of field research, we are currently putting into place a program in remote sensing and geospatial research through a collaboration with Geography, Geology, the MA program in Public Archaeology and Environmental Studies. This collaboration will bring together tools and instruments for mapping landscapes at the surface and subsurface. We are in the process of assembling a suite of fixed wing UAS, rotor UAS - with color, NIR and LiDAR sensors. We are also setting up a laboratory for object-based image analysis and are acquiring a suite of geophysical equipment: ground penetrating radar, seismic, resistivity and magnetometry/gradiometry. We should be well positioned to offer training in cutting edge field techniques in the next year.
Funding is available for graduate students within the Anthropology department. Applications should be submitted early to be considered for departmental funding. Additional sources of funding depend on research projects and funds that are always in the works.
Overall, I welcome students who wish do evolutionary research in any part of the prehistoric, historic and contemporary world. While my own work is in the Pacific and the Mississippi Valley, students need not focus in those areas. If any of this interests you, feel free to <a href="mailto:clipo@binghamton.edu">contact me</a>. In addition, check out the Anthropology graduate program and application procedures. We'd be happy to give you the tour of the University if you care to visit the beautiful Northeast.
Anonymoushttp://www.blogger.com/profile/05671518366138965993noreply@blogger.com0tag:blogger.com,1999:blog-6759912868753684019.post-91380280854863576842015-08-18T11:41:00.000-07:002015-08-18T11:41:37.327-07:00Big Move!Over the summer, I departed the sunny shores of Long Beach (and had to put my surfboards into sad storage). I am happy to report that I have landed at the shores of the beautiful campus of <a href="http://www.binghamton.edu">Binghamton University</a>!. For those of you who do not know where Binghamton, NY sits, it is effectively in the northeast corner of Pennsylvania, about 3 hours from NYC, 5 hours from Boston and 5 hours from DC. The town is an old 19th industrial center that is now dominated by the University. I will be home in the Department of Anthropology but directing the <a href="https://www.binghamton.edu/environmental-studies/">Environmental Studies Program</a>. My family and I are very excited about this new change and look forward to Fall and (the challenges of) Winter! One major perk of the new university is the fantastic <a href="http://evolution.binghamton.edu/evos/">Evolutionary Studies program</a> run by <a href="http://evolution.binghamton.edu/dswilson/">David Sloan Wilson</a>. Vast new collaborative activities await...
Anonymoushttp://www.blogger.com/profile/05671518366138965993noreply@blogger.com0tag:blogger.com,1999:blog-6759912868753684019.post-79570729471770528802015-05-06T11:37:00.001-07:002015-05-06T11:37:00.572-07:00Frequency Seriation<p><img style="float: right;" title="NewImage.png" src="http://lh3.googleusercontent.com/-fzfeedJXx-s/VUpekF0F4XI/AAAAAAADJ9o/Uuu3Purk2x0/NewImage.png?imgmax=800" alt="NewImage" width="320" height="251" border="0" /></p>
<p>Over the past year or so, <a href="www.madsenlab.org">Mark Madsen</a> have been working on a research related the measurement of cultural transmission using frequency seriation methods. This work builds, obviously, on stuff we started back in 1997. Our primary goal has been to explore the link between the processes that produce the archaeological record (cultural transmission structure combined with assemblage accumulation and sampling) and the patterns that frequency seriation exploits for generating chronology. To do this effectively, we had to implement frequency seriation methods in a way that (1) matched the requirements of the method (i.e., the deterministic components) and (2) was automated so that we could begin to computationally evaluate the parameter space established by the processes producing/sampling the record. It is important to recognize that the means by which many people “do frequency seriation” — i.e., through probabilistic tools such as correspondence analysis — do not meet the requirements of the method, namely continuity and unimodality. In this effort, we wrote an iterative algorithm that constructs seriations from their smallest sets (sets of 3 assemblages) and then explores only the solutions that are valid when additional assemblages are added to the ends of the starting sets. While the approach does not solve all the problems inherent in frequency seriation (which has an incomprehensibly large search space when assemblages become >15), it makes it possible to systematically explore solutions for many archaeologically reasonable sets. The technique has led to some useful conclusions about seriation as a whole and has opened up new directions for studying cultural transmission. We will certainly be pursuing these in the months to come. </p>
<p>If you want to read more, we have just published a paper in PLoSOne: <a href="http://journals.plos.org/plosone/article?id=10.1371/journal.pone.0124942">http://journals.plos.org/plosone/article?id=10.1371/journal.pone.0124942</a> Mark has set up a discussion session for the paper at Academia.edu: <a href="https://www.academia.edu/s/e376baef7d">https://www.academia.edu/s/e376baef7d </a> We’d love your feedback!</p>
<p> </p>
<p><img style="float: left;" title="NewImage.png" src="http://lh3.googleusercontent.com/-hopyggRQQss/VUpewBS3GsI/AAAAAAADJ9w/BBQl_3x8PE4/NewImage.png?imgmax=800" alt="NewImage" width="458" height="600" border="0" /></p>Anonymoushttp://www.blogger.com/profile/05671518366138965993noreply@blogger.com0tag:blogger.com,1999:blog-6759912868753684019.post-42245396248074778272015-05-04T16:07:00.001-07:002015-05-04T16:07:20.555-07:00News<p> </p>
<p>Big changes and big news! Starting in the Fall of 2015, I will begin as Director of the <a href="https://www.binghamton.edu/environmental-studies/">Environmental Studies Program</a> at <a href="http://www.binghamton.edu">Binghamton University</a>. My ‘home’ department will be <a href="http://www.binghamton.edu/anthropology/">Anthropology</a> - a large active department with lots of great people doing fantastic research. In addition to the incredible EnvStudies program, I am particularly excited about the chance to work with <a href="http://www.binghamton.edu/anthropology/graduate/degree-requirements/phd-degree.html">PhD students </a>and the opportunity to work with <a href="https://evolution-institute.org/profile/david-sloan-wilson/">David Sloan Wilson</a> and his fantastic <a href="http://evolution.binghamton.edu/evos/">Evolutionary Studies Program</a>. </p>
<p>We will be moving over the course of the summer. Good bye California beach and sun. Hello, woods of the Northeast!</p>Anonymoushttp://www.blogger.com/profile/05671518366138965993noreply@blogger.com0tag:blogger.com,1999:blog-6759912868753684019.post-35100266940849472762014-12-16T16:59:00.001-08:002014-12-16T16:59:16.830-08:00TEDX BermudaIn October, I gave a TEDX Bermuda talk on my research. The video is now online. <a href="http://www.youtube.com/watch?v=kzV6_7PVMaI">http://www.youtube.com/watch?v=</a>kzV6_7PVMaI Anonymoushttp://www.blogger.com/profile/05671518366138965993noreply@blogger.com0tag:blogger.com,1999:blog-6759912868753684019.post-7497645765325717152014-10-26T20:32:00.001-07:002014-10-26T20:32:54.671-07:00Mata'a: "Weapons of Mass Destruction?"<p>Often in lectures, I bring up the point that some researchers have argued that the stemmed obsidian tools of Rapa Nui (see one below) were used as so-called "lethal weapons.” This notion is part of the “Collapse” story that Diamond has made popular. The argument goes that since these obsidian (sharp!) tools are found laying around the island (lots!) they must the leftovers from scenes of great battles in prehistory (the horror!). In my classes, I often jokingly say that these researchers treat these treat these stone tools as the smoking gun.. the “Weapons of Mass Destruction.” The thing is… these kinds of claims are actually being made. And worse, they are being made by people who study ACTUAL WEAPONS OF MASS DESTRUCTION. You know... the kinds that kill people, not the “rocks on a stick” kind. Check out this paper from two reseachers (Rasmussen and Hafez) at the Naval Post Graduate School, Defense Threat Reduction Agency. No, really… Check it out. </p>
<p><a href="http://www.dtic.mil/cgi-bin/GetTRDoc?AD=ADA556986">“Terrorist Innovations in Weapons of Mass of Effect: Preconditions, Causes, and Predictive Indicators.” </a></p>
<p><span style="font-style: italic;">http://www.dtic.mil/cgi-bin/GetTRDoc?AD=ADA556986</span></p>
<p>If the Defense Department is confusing rocks on sticks with weapons of mass destruction, we are in big trouble. </p>
<p>Figure 1: Rock on stick sans stick.</p>
<p><img style="float: right;" title="20070718-DSC_1578_876970531_o.jpg" src="http://lh5.ggpht.com/-SEIGMhkKWgw/VE285HrTcRI/AAAAAAACRec/DqH540Wg05o/20070718-DSC_1578_876970531_o.jpg?imgmax=800" alt="20070718 DSC 1578 876970531 o" width="600" height="398" border="0" /></p>Anonymoushttp://www.blogger.com/profile/05671518366138965993noreply@blogger.com0tag:blogger.com,1999:blog-6759912868753684019.post-47147044569799858992014-10-22T08:42:00.001-07:002014-10-22T08:42:47.438-07:00Creativity<p>While there are those that continue to assert that cultural variation is driven by the embedded homunculus in each of us, the more we know about the way in which change occurs, the more we see ourselves as part of the natural world, and thus explicable in the same terms. This realization doesn’t imply that we only change only in a genetic fashion but that cultural change can be accounted for as an additional aspect of the an overarching general framework. One way we can see that is in our creativity. The homunculus believers hold that creativity comes from some inner genius who magically instantiates ideas out of the ether. More careful study of the process reveals a cultural inheritance basis in which patterns observed in one area are applied to a new one. Isaac Asimov seems to have recognized this in his essay 55 years ago:</p>
<p><a style="font-size: 12px;" href="http://www.salon.com/2014/10/22/never_before_published_isaac_asimov_essay_reveals_the_secret_to_true_creativity/?utm_source=facebook&utm_medium=socialflow">http://www.salon.com/2014/10/22/never_before_published_isaac_asimov_essay_reveals_the_secret_to_true_creativity</a></p>
<blockquote>
<p>“Obviously, then, what is needed is not only people with a good background in a particular field, but also people capable of making a connection between item 1 and item 2 which might not ordinarily seem connected.”</p>
<p>“Making the cross-connection requires a certain daring. It must, for any cross-connection that does not require daring is performed at once by many and develops not as a ‘new idea,’ but as a mere ‘corollary of an old idea.’”</p>
</blockquote>Anonymoushttp://www.blogger.com/profile/05671518366138965993noreply@blogger.com0tag:blogger.com,1999:blog-6759912868753684019.post-35890360830843020812014-10-15T10:18:00.001-07:002014-10-15T10:18:14.991-07:00Quote of the Day<p>Atholl Anderson (1987: Introduction to <em>Archaeometry: Further Australasian Studies, </em>Ambrose et al. (eds), University of Australia)</p>
<blockquote>
<p style="margin: 0px; font-size: 12px;">"If there is a single obstacle to our progress it is that, in an absence of a stabilizing core of theory, archaeologists have adopted the supertramp strategy (Diamond 1977) rapidly colonizing each newly attractive methodological patch spawning a breed of cryptic offspring and moving on."</p>
</blockquote>Anonymoushttp://www.blogger.com/profile/05671518366138965993noreply@blogger.com0tag:blogger.com,1999:blog-6759912868753684019.post-74460183215896866982014-09-18T07:42:00.001-07:002014-09-18T07:42:40.237-07:00Graduate schoolThis article is an excellent guide for graduate students.<div><a href="http://bit.ly/1qZ8oP3?cc=1b878d1baebacc33fda0f7c7bdf7f924">http://bit.ly/1qZ8oP3?cc=1b878d1baebacc33fda0f7c7bdf7f924</a></div>Anonymoushttp://www.blogger.com/profile/05671518366138965993noreply@blogger.com0tag:blogger.com,1999:blog-6759912868753684019.post-38594842749817001582014-09-12T13:38:00.001-07:002014-09-12T13:38:15.747-07:00Science<p>Given that it is the beginning of the semester and I am teaching World Prehistory, a relatively speaking “introductory” class on archaeology, I spend some time talking about science, how science works and why scientific understandings of the world have the properties that they do. I generally want students to understand how to distinguish between pseudo-scientific statements (and much of what passes for archaeology) from scientific explanations of the archaeological record. Richard Feynman, of course, has said all of this previously and with a much snappier suit. </p>
<p>Here’s his lecture on the topic of science:</p>
<p><a href="https://www.youtube.com/watch?feature=player_embedded&v=EYPapE-3FRw">https://www.youtube.com/watch?feature=player_embedded&v=EYPapE-3FRw</a> <a href="https://www.youtube.com/watch?feature=player_embedded&v=EYPapE-3FRw"><img title="feynman.jpg" src="http://lh5.ggpht.com/-x7bekbNlNPA/VBNZtagwWFI/AAAAAAACIIM/lKUqCSZ17FE/feynman.jpg?imgmax=800" alt="Feynman" width="460" height="288" border="0" /></a></p>Anonymoushttp://www.blogger.com/profile/05671518366138965993noreply@blogger.com0tag:blogger.com,1999:blog-6759912868753684019.post-86826543792410315982014-07-14T20:05:00.001-07:002014-07-15T08:58:18.434-07:00ArduBoat: modifying a low-cost RC boat for aquatic auto-piloted missions <p>In our fieldwork on Rapa Nui, we have been interested in locating points where freshwater seeps out of the groundwater table into the ocean as these areas appear to be significant features of the prehistoric landscape. There are a variety of ways in which we have done this work — thermal mapping, conductivity measures, temperature profiling and so on. Recently, we used a kayak to measure changes in conductivity and temperature along the shore (dragging a level logger). It occurred to me, of course, that robots might make a more systematic survey than what we can do in a kayak in that they could run in consistent transects along the coast in parallel lines. We could then run the transects over and over at different tidal heights and match the survey with thermal quadcopter runs. Naturally: Robots Do It Better (tm). In this way we can get spatially consistent measurements that are be well suited for locating discrete spatial features associated with freshwater. We use aerial drones for mapping - why not a water based floating version?</p>
<p>So this thought train has led me to test out the practicality of a simple robot boat that I can test out on Catalina. Of course, there lots of folks who have made versions of RoboBoats (or Arduboat <a href="https://www.youtube.com/watch?v=ogQsaIHyJnk">https://www.youtube.com/watch?v=ogQsaIHyJnk</a>) - this is not a new idea. For me (lacking shipping building skills) much of the challenge appears to be simply making a boat that is suitably shaped with the various props and so forth. </p>
<p><img style="float: right;" title="boat.png" src="http://lh6.ggpht.com/-iWOoS1wzO-o/U8SaaFmd6TI/AAAAAAACF_g/PL-tBPYMSCk/boat.png?imgmax=800" alt="Boat" width="600" height="301" border="0" /></p>
<p>While at Harbor Freight, I came across a radio controlled boat that seemed like it might be ideal for modifying into a robot boat. <a href="http://www.harborfreight.com/radio-controlled-speedboat-95641.html">http://www.harborfreight.com/radio-controlled-speedboat-95641.html</a> This reasonably inexpensive ($50) RC boat runs on two electric motors that are controlled with a simple speed controller/RC interface. What is potentially ideal about this boat is that it is steered by two props — no need to have a rudder. This configuration is similar to the “tank” configurion in the ArduRover where steering is accomplished by two wheels (h<a href="http://rover.ardupilot.com/wiki/setup/">ttp://rover.ardupilot.com/wiki/setup/</a>) In addition, for this boat the sizes of the motors appeared similar to brushless motors I’ve worked with on multicopters. With some changes to the motors, the addition of a speed controller (ESC) and the APM autopilot, it seemed like a relatively simple conversion. </p>
<p><img style="float: right;" title="NewImage.png" src="http://lh6.ggpht.com/-MzIIW1gj9ek/U8SV-ttz7aI/AAAAAAACF_Q/eiT8ZjvfOo8/NewImage.png?imgmax=800" alt="NewImage" width="310" height="187" border="0" /></p>
<p>As I wanted to make the boat use the same basic configuration as an ArduRover, I purchased two brushless inrunner motors that are the same diameter and length as the original ones (<a href="http://www.hobbyking.com/hobbyking/store/uh_viewItem.asp?idProduct=42448">http://www.hobbyking.com/hobbyking/store/uh_viewItem.asp?idProduct=42448</a>). I addition to size/configuration, I picked these motors out of a large number of possibilities basically on price alone. I am entirely unsure what configuration I would want for a boat motor but these motors were cheap enough to use as a start. I used two 30 amp ESCs I had laying around from a multicopter (<a href="http://www.hobbyking.com/hobbyking/store/__2164__TURNIGY_Plush_30amp_Speed_Controller.html">http://www.hobbyking.com/hobbyking/store/__2164__TURNIGY_Plush_30amp_Speed_Controller.html) </a>I am certain there is probably a better ESC configuration for a boat (one that does reverse?), but this is what I had available. Finally, used a 4 channel RC controller ($24) <a href="http://www.hobbyking.com/hobbyking/store/__8338__Hobby_King_2_4Ghz_4Ch_Tx_Rx_V2_Mode_2_.html">http://www.hobbyking.com/hobbyking/store/__8338__Hobby_King_2_4Ghz_4Ch_Tx_Rx_V2_Mode_2_.html </a> and, of course, a 2.6 APM Ardupilot (<a href="https://store.3drobotics.com/products/apm-2-6-kit-1">https://store.3drobotics.com/products/apm-2-6-kit-1</a>). Using a LiPo battery with an XT-60 connector and the APM power module (<a href="https://store.3drobotics.com/products/apm-power-module-with-xt60-connectors">https://store.3drobotics.com/products/apm-power-module-with-xt60-connectors</a>). </p>
<p>Following the instructions here (http://rover.ardupilot.com/wiki/setup/) but corrected to suit my Mode 1 receiver (I should probably use a Mode 2 but since Im not planning on manually driving the boat, it shouldn’t matter), connected the in this way:</p>
<p>RC receiver —> APM Autopilot Input</p>
<p>Channel 3 -> 3</p>
<p>Channel 4 -> 1</p>
<p>Channel 5 -> 7</p>
<p>Channel 6 -> 8</p>
<p> </p>
<p>On the output side, I connected the ArduPilot output in this way:</p>
<p>ArduPilot Ouput -> ESC</p>
<p>1 -> ESC on port side</p>
<p>3 -> ESC on starboard side. </p>
<p>Here is what I have so far:</p>
<p><img style="float: right;" title="photo 2.jpg" src="http://lh6.ggpht.com/-eCd-dY1t4oM/U8SabG4RlWI/AAAAAAACF_o/tfAq6IMjNHE/photo%2525202.jpg?imgmax=800" alt="Photo 2" width="450" height="600" border="0" /></p>
<p> What is still missing is the telemetry link to allow the boat to update the ground station with position information (Ill use the 3DR radio set: <a href="https://store.3drobotics.com/products/3dr-radio">https://store.3drobotics.com/products/3dr-radio)</a> and the GPS (<a href="https://store.3drobotics.com/products/3dr-gps-ublox-with-compass).">https://store.3drobotics.com/products/3dr-gps-ublox-with-compass).</a> While I have the GPS, I need a new cable that is longer so I can attach it onto the bow of the boat. In essence, both of those are basically plug and play. The radio is powered via the APM and the DF13 connector. </p>
<p>Physically, the motors fit right into the existing motor mounts. The shaft of the new motors has a slightly great diameter than the original ones so I had to drill out the coupling part (which is plastic) so that it would fit. </p>
<p>On the APM side (using Mission Planner) you need to configure the APM to use “Skid Steer” — a vehicle with dual throttle steering (like a tank). This is done by altering the APM parameters (see: <a href="http://rover.ardupilot.com/wiki/apmrover-loading-the-code-and-setup/">http://rover.ardupilot.com/wiki/apmrover-loading-the-code-and-setup/</a>)</p>
<h3><span id="Skid_Steer_Functions">Skid Steer Functions:</span></h3>
<ul>
<li>Skid Steer IN enabled (set to 1) sets up the APM to control a Skid Steer vehicle with a dual throttle skid steer transmitter.</li>
<li>Skid Steer Out enabled (set to 1) sets up the APM to control a Skid Steer vehicle with a conventional single throttle RC transmitter.</li>
</ul>
<p> </p>
<table>
<tbody>
<tr>
<td><tt>SKID_STEER_IN:</tt></td>
<td>DISABLED</td>
<td>Set this to 1 for skid steering input rovers (tank track style in RC controller). When enabled, servo1 is used for the left track control, servo3 is used for right track control</td>
</tr>
<tr>
<td><tt>SKID_STEER_OUT:</tt></td>
<td>ENABLED</td>
<td>Set this to 1 for skid steering controlled rovers (tank track style). When enabled, servo1 is used for the left track control, servo3 is used for right track control</td>
</tr>
</tbody>
</table>
<p> I’ve done some basic tests and it seems to work as least in principle. I’ll need to get the GPS cable before I can do an real tests with the mission planning. Also, Im not sure how long the battery will last or how to tune the motors to get appropriate RPMs (right now the motors spins like a multicopter — and would rocket across the lake). But so far so good!</p>
<hr />Anonymoushttp://www.blogger.com/profile/05671518366138965993noreply@blogger.com8tag:blogger.com,1999:blog-6759912868753684019.post-72838918042044358602014-04-28T20:18:00.001-07:002014-04-28T20:18:30.524-07:00Archaeology Blogging (and Publishing)<p>The bloggers for the 2014 “Archaeology Blogging Carnival” were asked a final question about the “future of archaeology blogging” (or something like that). As I’m currently stuck on a plane to Austin, I thought I’d summarize some of the thoughts that I have on the topic and use this post as an opportunity to explore more general aspects about publishing.</p>
<p>First, I think blogging has the potential to facilitate academic discourse leading to some a degree of scholarly “activism" within the discipline. While traditional journals serve as broadcast mechanisms, we have few ways of carrying on cross-university conversations outside cramped poster sessions or random encounters at the bar in the yearly meetings. We need social network and the generation of media to create grassroots effort to make a number of changes. <a href="http://www.plosone.org/">PLOSOne</a> is one venue that creates a platform for some limited feedback through its inline comment feature but archaeology is not the journal’s primary focus. While blogs are still broadcast oriented, they encourage feedback in the comments that can contribute to debate and idea exchange. </p>
<p>It is clear to me from the recent SAAs that we need more debate our our discipline. While polemic is tiresome and often pointless, we need everyone to continue to challenge each other in a positive way to improve the work that we do. If our goal is to do archaeology as a science then we need to think deeply and carefully about how we construct our observations to produce explanations. It is easy to get complacent or to slip into common sense thinking given the implicit nature of our own common sense. We need to call each other out on sloppy thinking, poor use of reasoning, and botched analytic applications. This criticism need not be Flannery-esque (and other like him) name calling though I suppose some of that goes with the territory. But as a discipline we are much richer and and productive when we are explicit in our thinking about what we do and when we tease apart the often implicit relations between our ideas and the empirical world.</p>
<p>Such clarity has been increasingly difficult to find in our discipline. I find that some of the “Processual Plus” mindset of the past 15 years has led a large part of the discipline to simply accept everything that everyone does as satisfactory: it's all under the big tent. But “inclusive” archaeology need not be “sloppy” archaeology nor does it necessary have to include simply any random idea that people cook up. Discussion provides a process by which ideas can be shaped and honed. Blogs, I believe, could be a significant part of that process. </p>
<p>Most blogs, I think, are going to have visibility largely within academia while a few will reach a more public audience: so much of what we actually do as an archaeologist is obscure and tedious for the lay person. But that is fine. It is the day-to-day work that has the most to gain from the informal and interactive form of communication that constitutes blogging. </p>
<p>And when we speak to each other, we all have the potential to affect larger change. As a way of an example, I would like to focus a bit on publishing in archaeology. Aspects of blogging overlap quite a bit with publishing (or should) as both are means of sharing information that we generate (one in a formal episodic way, the other in an informal continuous fashion.) I believe that we are long overdue for a change in the way we (as academics) consider places to publish and choose the journals for which we do reviews. This need comes from recent changes that have taken place in publishing as well as in academia. In terms of the publishing, the industry as a whole is struggling to find a way of doing business. Much of their existing models and practices depend upon dead-tree media and the capital machinery required to produce physical copies of articles. Publishers used to print books and journals and these required physical infrastructure and major investment. As academics, we did our share of the work: we generate the ideas, produce the writing, review the work of others. Both sides of the publishing world were enriched. The publishing world used to ‘work' on the basis of mutually beneficial activities. </p>
<p>A couple of things have changed with regards to this scenario. First, commercial publishers have grown fewer in number and the surviving journals have been consolidated into multi-national mega corporations. These companies pay their CEOs and shareholders millions of dollars by charging individuals libraries skyrocket high rates. For the few companies that control 95% of the academic journal, publishing is an exceedingly lucrative business. The CEO of Wiley and Sons, Stephen Smith, makes over $5MM a year (<a href="http://investing.businessweek.com/research/stocks/people/person.asp?personId=23627960&ticker=JW%2FA">http://investing.businessweek.com/research/stocks/people/person.asp?personId=23627960&ticker=JW%2FA</a>) Erik Angstrom, CEO of Elsevier took home $7.5MM (<a href="http://www.theguardian.com/business/2013/mar/12/reed-elsevier-chief-engstrom-pay">http://www.theguardian.com/business/2013/mar/12/reed-elsevier-chief-engstrom-pay</a>) These companies are generating record profits on the backs of publicly funded research , subscriptions taken from public funded libraries, the labor of academics who are working for low pay while handing over copyrights, and by prohibiting sharing of ideas that were paid for by taxpayers. They oppose self-publishing and open access — anything that might eat into their massive profits. And this is true of AAAS’s Science and Macmillan’s Nature, the two most prominent science journals in the world (<a href="http://synapse.ucsf.edu/articles/2014/04/03/scientific-publishing-era-open-access">http://synapse.ucsf.edu/articles/2014/04/03/scientific-publishing-era-open-access</a>). </p>
<p>Second, the nature of the academy has dramatically changed. No longer do universities value the service faculty do for their disciplines. The modern university is measuring bottom line one way or the other: impact factors, numbers of students graduated, numbers of classes taught per faculty, dollars raised and so on. Worse, the numbers of faculty who are working outside of the tenure-track system continue to grow. These adjunct/affiliated academics ONLY make money on the basis of their teaching: they largely do research in their spare time with the hope of landing a job. Non tenure track faculty now make up a staggering 76% of ALL faculty regardless of institution type (<a href="http://www.aaup.org/sites/default/files/files/AAUP-InstrStaff2011-April2014.pdf">http://www.aaup.org/sites/default/files/files/AAUP-InstrStaff2011-April2014.pdf</a>). These faculty simply have no incentive to participate in the process of reviews (much less publication). Even those that do have a tenure track job are being made to teach more so that ‘student throughput’ can be maximized as administrations become increasingly corporatized. While some of the gray-beard faculty still enjoy a relatively burden free teaching existence, the reality is that an ever-smaller proportion of faculty have any reason to participate in the publishing process except for the submission of written articles, a metric used for promotion. </p>
<p>There are a number of actions that should become call to arms for archaeologists in terms of publishing (and blogging):</p>
<ol>
<li>We should publish open access whenever possible. The public paid for our research time. Every tax payer should be able to enjoy the products of this work. </li>
<li>We should publish in non-profit journal exclusively: American Antiquity is run solely for the benefit of archaeologists through the <a href="http://www.saa.org">Society for American Archaeology</a>. <a href="http://journal.antiquity.ac.uk/">Antiquity</a> is run by a non-profit (the new editor, Chris Scarre assures me that a new website will vastly improve the online nature of this journal). . Current Anthropology is funded through Wenner-Gren. These (and other) journals are not out to carve profits out of the public and the labor of poorly paid academics: they are there to benefit us through the distribution of the work we do to our colleagues and the rest of the world.</li>
<li>We should cease donating our time reviewing articles for mega-profit commercial journals until they properly compensate us for our professional time. We shouldn’t be donating our (publicly funded) time for corporate earnings. If we do, that time should be paid - or at least some equal type of compensation be made such as student scholarship funds, open access or other kinds of community benefits. PeerJ, for examples, offers an open-access model which costs just the basic costs of the work required to get the work published — not giant million-dollar bonuses for CEOs.</li>
<li>We should publicly archive all of our work and our data. ArXiv.org is an excellent place to archive pre-prints as is SSRN.com. Our data should also be archived in publicly accessible repositories. With the explosion of cloud storage such archives are easily obtained at low cost even for relatively massive archaeological data sets (We should also refuse to play the “security through obscurity” game and make information about the record known so that everyone can participate in its preservation. The argument about secrets making good protection is not well supported by evidence.)</li>
<li>Returning to the issue of blogging, we should blog as part of our regular communication between each other and with the public. We should preference and value all efforts that produce an impact regardless of venue and the “status” of the outlet. A million-view blog with suitably professional content should have as much value (if not higher) than a published “comment” in a journal. Our mission should be about the generation and communication of knowledge about the past and we should reward anyone who achieves those goals in as many media as there are available. </li>
</ol>
<p>I suspect that some of these changes will happen regardless of what we do - they will just take longer. Pressure for open access publications already exists (e.g., the NIH mandate, the mandate by the UCs to have all faculty archive all publications). Journals are in crisis mode since they cannot easily get reviewers. We are increasing our electronic presence each year (SAA even had a hashtag for the first time #SAA2014). Consequently, these comments may simply be one view into the future. The sooner we full grasp this new reality, however, the easier the transition will be. </p>Anonymoushttp://www.blogger.com/profile/05671518366138965993noreply@blogger.com0tag:blogger.com,1999:blog-6759912868753684019.post-76165914871861233342014-03-19T13:45:00.000-07:002014-03-20T12:31:36.337-07:00QGIS Tutorial LinksWith the release of <a href="http://www.qgis.com/" target="_blank" title="QGIS">QGIS 2.0 (and greater)</a>, this open source project has become a serious contender for a full-blown GIS solution that covers nearly all of the necessary features found in <a href="http://www.esri.com/" target="_blank" title="ArcGIS">ArcGIS</a> but at a reasonable price (free!). I’ve started to use QGIS in all of my projects and am very pleased by its features and performance. Like all complex software, there is a learning curve but if one knows ArcGIS already most of it is fairly self-explanatory. I’ve started to assemble some tutorials that I can point students towards. Here’s the list I have to date:
<br />
<ul>
<li></li>
<li>Semi-Automated Classification: <a href="http://www.directionsmag.com/articles/land-cover-classification-of-cropland-a-tutorial-using-the-semi-automa/376137">http://www.directionsmag.com/articles/land-cover-classification-of-cropland-a-tutorial-using-the-semi-automa/376137</a></li>
<li>Transforming Data:<a href="http://www.directionsmag.com/articles/land-cover-classification-of-cropland-a-tutorial-using-the-semi-automa/376137">http://manual.linfiniti.com/en/vector_analysis/reproject_transform.html </a>(Really all of <a href="http://manual.linfiniti.com/en/">http://manual.linfiniti.com/en/</a>)</li>
<li>Working with Projections:<a href="http://horta.ulb.ac.be/cours/SIS-TP-Tutoriels/QGIS%20Tutorials%20%28Ujaval%20Gandhi%29/qgis.spatialthoughts.com/2012/04/tutorial-working-with-projections-in.html">http://horta.ulb.ac.be/cours/SIS-TP-Tutoriels/QGIS%20Tutorials%20%28Ujaval%20Gandhi%29/qgis.spatialthoughts.com/2012/04/tutorial-working-with-projections-in.html</a></li>
<li>A variety of tutorials for QGIS:<a href="http://horta.ulb.ac.be/cours/SIS-TP-Tutoriels/QGIS%20Tutorials%20%28Ujaval%20Gandhi%29/qgis.spatialthoughts.com/index.html">http://horta.ulb.ac.be/cours/SIS-TP-Tutoriels/QGIS%20Tutorials%20%28Ujaval%20Gandhi%29/qgis.spatialthoughts.com/index.html</a></li>
<li>Georeferencing:<a href="http://qgis.spatialthoughts.com/2012/02/tutorial-georeferencing-topo-sheets.html">http://qgis.spatialthoughts.com/2012/02/tutorial-georeferencing-topo-sheets.html</a></li>
<li>Georeferencing Google Earth Imagery:<a href="http://www.gistutor.com/quantum-gis/20-intermediate-quantum-gis-tutorials/60-georeferencing-satellite-imagery-from-google-earth-using-qgis.html">http://www.gistutor.com/quantum-gis/20-intermediate-quantum-gis-tutorials/60-georeferencing-satellite-imagery-from-google-earth-using-qgis.html</a></li>
<li>More georeferencing:<a href="http://glaikit.org/2011/03/27/image-georeferencing-with-qgis/">http://glaikit.org/2011/03/27/image-georeferencing-with-qgis/</a></li>
<li>Projections:<a href="http://maps.cga.harvard.edu/qgis/wkshop/proj.php">http://maps.cga.harvard.edu/qgis/wkshop/proj.php</a></li>
<li>How to georeference a Map: <a href="http://www.digital-geography.com/qgis-tutorial-i-how-to-georeference-a-map/">http://www.digital-geography.com/qgis-tutorial-i-how-to-georeference-a-map/</a></li>
<li>Lots of How-Tos:<a href="http://hub.qgis.org/projects/quantum-gis/wiki/How_do_I_do_that_in_QGIS">http://hub.qgis.org/projects/quantum-gis/wiki/How_do_I_do_that_in_QGIS</a></li>
<li>Creating Maps:<a href="http://schoolofdata.org/2013/04/27/creating-a-map-using-qgis/">http://schoolofdata.org/2013/04/27/creating-a-map-using-qgis/</a></li>
<li>The Python Console:<a href="http://www.qgisworkshop.org/html/workshop/python_in_qgis_tutorial2.html">http://www.qgisworkshop.org/html/workshop/python_in_qgis_tutorial2.html</a></li>
<li>Joining Shapefiles: <a href="http://www.digital-geography.com/qgis-tutorial-ii-how-to-join-data-with-shapefiles/">http://www.digital-geography.com/qgis-tutorial-ii-how-to-join-data-with-shapefiles/</a></li>
<li>Working with WMS Data:<a href="http://www.qgistutorials.com/en/docs/working_with_wms.html">http://www.qgistutorials.com/en/docs/working_with_wms.html</a></li>
<li>PostGIS and QGIS:<a href="http://www.gistutor.com/quantum-gis/20-intermediate-quantum-gis-tutorials/34-working-with-your-postgis-layers-using-quantum-gis-qgis.html">http://www.gistutor.com/quantum-gis/20-intermediate-quantum-gis-tutorials/34-working-with-your-postgis-layers-using-quantum-gis-qgis.html</a></li>
<li>QGIS Tutorial (comprehensive):<a href="http://www.qgisforum.org/qgis-tutorial">http://www.qgisforum.org/qgis-tutorial</a></li>
</ul>
I will add more to this list as I come across useful resources for learning QGIS.
Anonymoushttp://www.blogger.com/profile/05671518366138965993noreply@blogger.com0tag:blogger.com,1999:blog-6759912868753684019.post-16139074091874124102013-11-25T17:29:00.001-08:002013-11-25T21:24:05.829-08:00Archaeology Blog Carnival<p>From now until the April 2014, I am going to <span style="font-family: 'Helvetica Neue Light', HelveticaNeue-Light, helvetica, arial, sans-serif;">be participating in the Archaeology Blog Carnival - “</span><a href="http://dougsarchaeology.wordpress.com/2013/11/05/blogging-archaeology/" style="font-family: 'Helvetica Neue Light', HelveticaNeue-Light, helvetica, arial, sans-serif;">Blogging Archaeology</a><span style="font-family: 'Helvetica Neue Light', HelveticaNeue-Light, helvetica, arial, sans-serif;">”. From what I can tell, this is a bit of a meta- enterprise in which we write about the process/practice of writing about archaeology. Ill be interested to see how the questions evolve for I fear the degree of meta-ness may produce a bit of self-indulgence and navel gazing. I suppose, however, that the “carnival" provides a forum for folks who are blogging out there in the blogosphere to share some perspectives on their writing habits. We shall see. We even get a twitter hash to use: #blogarch.</span></p>
<p>The question for November is: <strong>Why blogging? – Why did you start a blog?</strong></p>
<p>I began blogging mostly as an experiment and to see what all the hoopla about “blogs” was about. I certainly did not start writing to broadcast a specific message or to report on anything in a consistent fashion (as a review of evobeach.com will show you). From what I had read, the blog medium seemed to be a great way for sharing information and as an academic, sharing has direct value. It is clearly beneficial to us to share information in as many media forms as possible as measures of academic success center around how many people share the ideas that one has originated (via citation analysis, for example). Of course, sharing is not the only property of value for ideas: they also have to accomplish something. If academics were all about sharing, science (at least) would be an enterprise that encourages <a href="http://www.urbandictionary.com/define.php?term=kardashian">Kardashianism</a> rather than the generation of knowledge. While I know that in some areas of the anthropological realms sharing may be the only value held (I’m looking at you faux French philosophers), I choose to believe that knowledge ultimately trumps sharing by itself. Mendel clearly had the latter down but knew nothing about marketing, not that it mattered in the long run. The best situation occurs, of course, when both sharing and knowledge can be merged. The <a href="http://marsrovers.jpl.nasa.gov/home/index.html">Mars</a> missions, perhaps, are good examples of how the work of scientists can find its way into everyone daily informational lives. Of course, the value of the sharing can be maximized when the sharing occurs between professionals/academics since those individuals not only appreciate what we each are doing but have the opportunity to put shared knowledge into practice. But the value of sharing also goes to those who are just interested or simply wonder where tax dollars go. </p>
<p>The blog world is just the tip of the iceberg in terms of new ways of communication. Give the rapidity of change in the way in which we share information, it behooves all professionals to become familiar with new media forms, if only to ensure that one's message has the best change of being heard. It remains fairly clear that dead-tree media still retains a core value in the academic world, but the degree of centrality is slipping rapidly as electronic media becomes a larger part of one’s research base (and the holdouts retire). Blogging is a way of exploring digital means of sharing with low cost and low overhead. </p>
<p>Blogging also gives one a way of sharing ideas that ordinarily do not qualify as material for the standard range of professional publications. Beyond just the yammering and sharing of groovy photos and whatnot, one can discuss technical details that are difficult to share in traditional academic media. For example, I just wrote about my work on building a multispectral camera based on Raspberry Pi (<a href="http://www.evobeach.com/2013/10/nir-raspberry-pi-camera.html">http://www.evobeach.com/2013/10/nir-raspberry-pi-camera.html</a>). How one goes about building and tinkering with such a camera is not ordinarily material that is going to get a journal editor (at least in archaeology) particularly excited. Yet the technology (being inexpensive and opening doors to entirely new ways of studying the archaeological record) can be transformational. So blogging becomes a way of sharing this kind of information. </p>
<p>In addition to being a platform for discussing technical details and geeky stuff, blogging is also an interactive platform. Individuals can respond to posts or pose public questions to authors that would otherwise be impossible. This interaction can lead to debates, clarifications, or collaborations — all of which mirrors the real kind of interaction that goes on within the closed doors academia but at a dramatically faster pace and with enormously expanded inclusiveness. No longer are some hand-picked crew the only ones allows to write critiques about an article (e.g., the Current Anthropology CA Treatment): everyone can get engaged with academic dialog (for better or worse). Given that the interaction is public (and not some private email chain) and the publications are nearly instantaneous, the blogosphere opens new doors for enhancing information that exist in other formats (such as dead trees). For example, I recently <a href="http://www.evobeach.com/2013/11/response-to-comment.html">responded to a critic about our moai transport work</a> and answered questions that were posed. I like to think that blogging such interaction enhances the value of the publications and contributes to make the ideas clearer. </p>
<p><strong style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 13px; line-height: 20px;"><br></strong></p>
<p><strong style="color: #333333; font-family: Georgia, 'Times New Roman', Times, serif; font-size: 13px; line-height: 20px;"><br></strong></p>Anonymoushttp://www.blogger.com/profile/05671518366138965993noreply@blogger.com0Long Beach Long Beach33.776898 -118.114268tag:blogger.com,1999:blog-6759912868753684019.post-12817594458496921702013-11-17T20:57:00.001-08:002013-11-17T20:57:42.694-08:00Response to Comment<p> </p>
<p><a href="http://draft.blogger.com/profile/07806075649160950258">A Sophist</a> wrote a comment in response to the blog entry<span style="color: #222222; font-family: Arial, Helvetica, sans-serif; font-size: 13px;"> </span><a style="margin: 0px; padding: 0px; border: 0px; font-size: 13px; font-family: Arial, Helvetica, sans-serif; vertical-align: baseline; color: #1155cc; text-decoration: none;" href="http://www.evobeach.com/2011/10/diamond-attempts-to-defend-myths-of.html?showComment=1384722599023#c9102918897172234420" target="_blank">Diamond attempts to defend myths of Easter Island: Lipo and Hunt respond</a> :</p>
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<p><span style="color: #222222; font-family: Arial, Helvetica, sans-serif; font-size: 13px;">My questions remain: 1. Were there Palm trees on Easter Island when the first Europeans visited? And if not, then H+L are arguing this was rats and not humans cutting the trees down? 2. If Palm Trees are unable to be made into canoes, how did the people make ocean going canoes? In there were no canoes, how did Dolphin get into the diet? I guess I am missing the problem. This seems to be a lesson in how isolated political leaders who do not feel the pain of their actions (cutting down the forest for whatever bloody reason: fuel, canoes, to move statues, etc) can lead their society to the brink of destruction. </span></p>
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<p><span style="color: #222222; font-family: Arial, Helvetica, sans-serif;"><span style="font-size: 13px;">The questions themselves point to common but false assumptions often made about Easter Island prehistory and they are worthing examining. </span></span></p>
<p><span style="color: #222222; font-family: Arial, Helvetica, sans-serif;"><em style="font-size: 13px;">Question #1: Palm Trees</em><span style="font-size: 13px;">. I’m not sure how the two different parts to the question are related (i.e., whether there were palm trees at contact in 1722 and whether rats “cut down” the trees). For the first question: no one knows exactly whether there living examples of palm trees on the island in AD 1722 when Roggeveen first arrived nor later in the 1770s when the Spanish and English arrived. The overall impression we get from these early written accounts is that the island was largely devoid of trees though there are also mentions of “palms” in some of the descriptions. The pollen and macro botanical record is equally unclear given the relatively poor dating of the island as a whole and relatively few dates of palm nuts in particular. A major effort to date events on the island (with modern understanding of the need to link past events with dated events) would go a long way to resolve this issue (among many others). </span></span></p>
<p><span style="color: #222222; font-family: Arial, Helvetica, sans-serif;"><span style="font-size: 13px;">One difficulty in resolving pre- versus post- contact differences in the island’s landscape and ecology is the fact that point at which researchers arrived on the island to make systematic descriptions is more than 250 years after initial contact and decades after the island was turned into a sheep ranch. Certainly, the presence of 60,000 sheep and associated ranching activities likely resulted in the final termination of many plants that may have been present in small numbers in late prehistory. So the timing of the final termination of the palm is still a bit unclear.</span></span></p>
<p><span style="color: #222222; font-family: Arial, Helvetica, sans-serif;"><span style="font-size: 13px;">The second part of the question seems to assume that we (Hunt and Lipo) argued that it was “rats… cutting the trees down.” The statement is absurd to begin with and of course we have never argued this. What we have argued is that arrival of rats with humans on to the island brought immediate and substantial changes to the ecology of the island. The introduction of rats is really the introduction of the first teeth on the island and their presence (as is well documented in many environments) will impact native vegetation especially that which has coevolved dispersal mechanisms with birds. The impact of rat is a fact and indisputable given the evidence that exists of rat gnawing seeds. But did they “cause” the trees to go extinct (as this question implies we say)?</span></span></p>
<p><span style="color: #222222; font-family: Arial, Helvetica, sans-serif;"><span style="font-size: 13px;">The answer is, of course, no. The rats did not cause the palm forest to go extinct for several reasons. First, things don’t “cause” other things to happen except in common sense (see Sellars 1963: Science, perception and reality). Second, while rat predation on palm nuts has been an ignored factor in the vegetation changes that are commensurate with human arrivals, rats were not the sole factor. We *do* know that rat predation on seeds can make massive changes in vegetation and even extinction even when humans are not present. As Hunt has discussed, the elimination of Pritchardia palm in the Ewa Plain clearly predates the actual arrival of humans (see Hunt, T., 2007. Journal of Archaeological Science 34 (2007) 485-502; Athens, J.S., Tuggle, H.D., Ward, J.V., Welch, D.J., 2002. Avifaunal extinc- tions, vegetation change, and Polynesian impacts in prehistoric Hawai’i. Archaeology in Oceania 37, 57-78.p. 73).</span></span></p>
<p><span style="color: #222222; font-family: Arial, Helvetica, sans-serif;"><span style="font-size: 13px;">On Easter Island with its tiny size (about 6x10miles), however, there was never a point at which rats were separate from humans. It takes about an afternoon to walk from one side of Rapa Nui to the other: human and rat impacts will be effectively simultaneous across the the entire island. We know that the people arriving on Easter Island were slash-and-burn cultivationists — a strategy we side widespread across the Pacific (and indeed around the world). Their lives depended on transforming the environment to one that was capable of supporting human life through the growth of Polyensian domesticated plants. Thus, humans burned the forest down right from the get-go. The combination of human burning for land clearance with rat predation on palm nuts would mean that the forest have a difficult time to grow back on its own. Recent excavations by a Belgian team up at Vaitea (I believe: I heard about this second hand) show that in prehistory there were attempts to grow these palm trees. This is not at all surprising: the trees were certainly disappearing given activities of slash-and-burn and rat predation and this would be something that prehistoric people noticed (contra the assumptions inherent in claims by Diamond). </span></span></p>
<p><span style="color: #222222; font-family: Arial, Helvetica, sans-serif;"><span style="font-size: 13px;">What gets confused as a claim that we (Hunt and Lipo) argued that rats “caused” palm tree extinction are some comments that Hunt made in his paper in <a href="https://www.americanscientist.org/issues/id.1002,y.0,no.,content.true,page.5,css.print/issue.aspx">American Scientist </a>that:</span></span></p>
<p> </p>
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<p style="margin: 0px 0px 10px; padding: 3px 0px 0px; font-family: verdana, arial, tahoma, helvetica; font-size: 11px; color: #333333; line-height: 15px;">The evidence from elsewhere in the Pacific makes it hard to believe that rats would not have caused rapid and widespread environmental degradation. But there is still the question of how much of an effect rats had relative to the changes caused by humans, who cut down trees for a number of uses and practiced slash-and-burn agriculture. I believe that there is substantial evidence that it was rats, more so than humans, that led to deforestation.</p>
</blockquote>
<p><span style="color: #222222; font-family: Arial, Helvetica, sans-serif;"><span style="font-size: 13px;">and in his 2007 JAS article where he says:</span></span></p>
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<p><span style="font-size: 10.000000pt; font-family: 'AdvPSA88A';">In this review I have examined ar- chaeological, palaeo-environmental, and contemporary eco- logical evidence to suggest that the Pacific rat may have played a major role in Rapa Nui’s ecological catastrophe. The fact that rats alone are capable of widespread forest de- struction compels us to evaluate their contribution to the trans- formation of Rapa Nui, as well as in other island ecosystems. While I argue that the role of rats has often been underesti- mated, direct human actions of felling and use of fire likely have played a significant role as well. Additional research will be essential to disentangle the contributing factors. The environmental catastrophe of Rapa Nui is likely a complex history, one that has been masked by speculations about the in- tentions of people cutting down the last tree. Indeed, the ‘‘last tree’’ may simply have died. Rats may have simply eaten the last seeds. Perhaps the lessons of Rapa Nui tell of the effects of invasive species, invasional meltdowns, and the synergy of ef- fects that ensue as people and their portmanteau biota reach evolutionary isolates in the remote islands of the Pacific. </span></p>
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<p><span style="color: #222222; font-family: Arial, Helvetica, sans-serif;"><span style="font-size: 13px;">But what is clear in the context of these quotes is that what Hunt is arguing (as we both do later on) is that the loss of the forest is the outcome of a number of factors among which rats is one. It is certainly <em>possible</em> to argue that rats could have caused the extinction of the palm trees, but in the case of Rapa Nui it also seems clears that the rat predation was occurring <em>simultaneously</em> with human burning and clearing of the palm forest. Empirically, this is undebatable as we have rat gnawed seeds that are found contemporaneously with burned palm. </span></span></p>
<p><span><span style="color: #222222; font-family: Arial, Helvetica, sans-serif; font-size: 13px;">It is also silly to argue that the presence of non-</span><em style="color: #222222; font-family: Arial, Helvetica, sans-serif; font-size: 13px;">gnawed </em><span style="color: #222222; font-family: Arial, Helvetica, sans-serif;"><span style="font-size: 13px;">seeds somehow “disproves” the role of rat predation. Some nuts probably didn’t get eaten especially if the tree was burned before the rats were able to consume them. Even a small impact to seed production for these trees is likely to have caused changes in the life history structure of the forest whereby there become fewer and fewer young trees. Rats do not have to eat every single palm nut for the forest to go into major decline or even extinction. Clearly the r-selected strategy of palm trees embodied by nut production is a testament to the fact that the palm is </span></span><span style="color: #222222; font-family: Arial, Helvetica, sans-serif; font-size: 13px;">evolutionarily </span><span style="color: #222222; font-family: Arial, Helvetica, sans-serif;"><span style="font-size: 13px;">successful by maximizing the number of offspring due to the fact on average some of the nuts will grow into new trees, not all. The novel introduction of toothed predators likely only had to have a small effect to have upset the balance between forest regeneration and failure. Of course, this is topic that clearly needs more research. </span></span></span></p>
<p><span><span style="color: #222222; font-family: Arial, Helvetica, sans-serif;"><span style="font-size: 13px;"><em style="color: #222222; font-family: Arial, Helvetica, sans-serif; font-size: 13px;">Question #2: Canoes and Dolphins: </em>In the second part of his/her question, A Sophist writes: "</span></span><span><span style="color: #222222; font-family: Arial, Helvetica, sans-serif;"><span style="font-size: 13px;">2. If Palm Trees are unable to be made into canoes, how did the people make ocean going canoes?” I guess the assumption here is that the presence of dolphin remains at Anakena must somehow have required large ocean going canoes. It also refers to the fact that we argue that palm trees are not useful for constructing canoes, at least not the sailing/voyaging canoes used by Polynesians. To disentangle this question, let’s start by saying that it is likely that whatever canoes brought people to Easter Island were likely around for some period after their arrival. We don’t know this specifically since we have no evidence but the faunal record seems to record more deep water/pelagic fish in the early assemblages than later. The acquisition of these fish would have required canoes and early on there would have been the original canoes to use. It also seems that at some point these canoes rot away, are lost, or used to sail </span></span></span></span><span style="color: #222222; font-family: Arial, Helvetica, sans-serif;"><span style="font-size: 13px;">elsewhere as the faunal remains show significantly less pelagic fish. From that point on the emphasis of the population was nearly entirely on terrestrial resources (though some small % of fish from the limited nearshore reef seemed to supplement the diet). The palm trees appear to have been lost over 4 centuries were not used in canoe manufacturing even though they were present. This is almost certainly because palm trees are not good raw material for canoes: they are flexible grasses filled with mush. </span></span></p>
<p><span style="color: #222222; font-family: Arial, Helvetica, sans-serif;"><span style="font-size: 13px;">The presence of dolphin remains at Anakena is certainly interesting but it doesnt seems to contradict our overall understanding of the archaeological record. The remains are few in number and were never a major source of food. Ethnographically we know that dolphin come into the Anakena bay and were sometime hunted there. The bay is shallow. Traditional means of hunting dolphin often involved trapping them in shallow water by driving them toward shore with rocks knocked underwater (see <a href="http://www.youtube.com/watch?v=QP3FbrF5YyM">http://www.youtube.com/watch?v=QP3FbrF5YyM</a> if you stomach it). Deep water canoes were not necessary for hunting dolphin. </span></span></p>
<p><span style="color: #222222; font-family: Arial, Helvetica, sans-serif;"><span style="font-size: 13px;"><em>Final Comment: </em>The final comment by A Sophist is a bit puzzling: "<span style="color: #222222; font-family: Arial, Helvetica, sans-serif; font-size: 13px;">This seems to be a lesson in how isolated political leaders who do not feel the pain of their actions (cutting down the forest for whatever bloody reason: fuel, canoes, to move statues, etc) can lead their society to the brink of destruction. “ It is not clear at all what “this” refers to or who the “isolated political leaders” are or what “brink of destruction” means. Inherent in here is the idea that somehow the forest was a vital resource upon which people depended. The fact is that there is no evidence that palm trees ever played a central role in the subsistence or settlement activity of people of the island. As sweet potato farmers, the clearance of trees (like all farmers) resulted in more land available for growing crops. The burning of the forest resulted in temporarily increased nutrients in the soil. The fact that rat predation (not to mention the slow growth and reproduction of the tree itself) meant that the forest never regrew was not a catastrophe. Alternative (laborious yet, but indeed clever) means of enriching the soil through rock mulch as well as intensely tended gardens (manavai) were able to keep the soils growing food. The trees simply were not a vital resource to the prehistoric population. </span></span></span></p>Anonymoushttp://www.blogger.com/profile/05671518366138965993noreply@blogger.com0tag:blogger.com,1999:blog-6759912868753684019.post-14081681044770427392013-10-28T09:07:00.001-07:002013-10-28T09:07:50.574-07:00NIR Raspberry Pi Camera<p>I am excited to read that one can now buy a near-infrared Raspberry Pi camera. The regular one can be modified to measure NIR light but the process is futzy and error prone. I destroyed 2 cameras trying to get the damn thing apart. This new camera has the NIR filter removed so one is set to go right from the start. Adafruit has them in stock (as of this morning but I’m fairly certain they will sell out quickly). </p>
<p><a href="http://www.adafruit.com/products/1567">http://www.adafruit.com/products/1567</a></p>
<p>My efforts to build the RPi multispectral camera are now made much simpler: <a href="http://www.evobeach.com/2013/09/a-raspberry-pi-based-multispectral.html">http://www.evobeach.com/2013/09/a-raspberry-pi-based-multispectral.html</a> </p>Anonymoushttp://www.blogger.com/profile/05671518366138965993noreply@blogger.com0tag:blogger.com,1999:blog-6759912868753684019.post-73586103595109233312013-10-18T13:17:00.003-07:002013-10-18T13:17:59.979-07:00Remote Sensing with UAVs and eCognition
PLoS published an interesting new article about the use of UAVs to track invasive weeds in maize fields using UAV imagery and remote sensing techniques. This is a good example of an article that uses remote sensing and UAVs in an analytic sense and not just "camera in the air." While elevated camera angles are cool, they do not really take advantage of the technology nor offer much in the way of actual research. This article points to how this kind of work can be done (and will be a good article to use for our REU program).
<a href="http://www.plosone.org/article/info%3Adoi%2F10.1371%2Fjournal.pone.0077151">http://www.plosone.org/article/info%3Adoi%2F10.1371%2Fjournal.pone.0077151</a>
<div class="separator" style="clear: both; text-align: center;"><a href="http://api.ning.com/files/PITcqz*43RnSaHcXIT8s43Oo7LKTlrY4NtrNnj7nM*VHjoiGX3G2UquXqHxrENy7bx57Zqgs4DBApjBu8p22sO5uMfo2aLA3/journal.pone.0077151.g004.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://api.ning.com/files/PITcqz*43RnSaHcXIT8s43Oo7LKTlrY4NtrNnj7nM*VHjoiGX3G2UquXqHxrENy7bx57Zqgs4DBApjBu8p22sO5uMfo2aLA3/journal.pone.0077151.g004.png" /></a></div>Anonymoushttp://www.blogger.com/profile/05671518366138965993noreply@blogger.com0tag:blogger.com,1999:blog-6759912868753684019.post-24662880401314499162013-10-14T11:52:00.001-07:002013-10-14T11:52:27.140-07:00Giant Human Sized Salamanders
Every couple of years when we lived in Wisconsin, the woods around us would be invaded by different kinds of newts and salamanders. Although I never did figure out what caused these events, I assume that those waves of critters were related to population booms or some conditions that resulted in 1000s of them running across the driveway and into our garage. I would have loved, however, to see a plague of these guys:
<a href="http://www.wired.com/wiredscience/2013/10/absurd-creature-6-foot-salamander/?utm_source=tumblr&utm_medium=socialmedia&utm_campaign=tumblrclickthru#slideid-285261">http://www.wired.com/wiredscience/2013/10/absurd-creature-6-foot-salamander/?utm_source=tumblr&utm_medium=socialmedia&utm_campaign=tumblrclickthru#slideid-285261</a>
<div class="separator" style="clear: both; text-align: center;"><a href="http://www.wired.com/images_blogs/wiredscience/2013/10/GIANT-SALAMANDER.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://www.wired.com/images_blogs/wiredscience/2013/10/GIANT-SALAMANDER.jpg" /></a></div>Anonymoushttp://www.blogger.com/profile/05671518366138965993noreply@blogger.com1tag:blogger.com,1999:blog-6759912868753684019.post-77059931074773070542013-09-19T09:08:00.001-07:002013-09-19T10:33:50.008-07:00A Raspberry Pi based multispectral camera<p> </p>
<div class="separator" style="clear: both;">I have been working on constructing a new version of the DIY multispectral camera that I began last year. The first version was based on a paper by <a href="http://remotesensing.spiedigitallibrary.org/article.aspx?articleid=1484738">Shaw et al</a> a group at Montana State University. Their MS camera made use of solid-state DVR boards with a 1MP black and white cameras. A X-bee based radio relay triggered all the cameras to take photos on 4 separate SD cards. Each of the cameras has a filter to create Red, NIR, Green and Blue bands. Put together and one can get 4-band multispectral image with good control over the contents of each of the bands (due to the pass/cut filters that select a range of wavelengths of interest for each camera). </div>
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<div class="separator" style="clear: both;">Last year, I replicated what they were doing but found that the firmware on the DVR cards (<a href="http://www.electronics123.net/amazon/datasheet/dvr8100.pdf">http://www.electronics123.net/amazon/datasheet/dvr8100.pdf</a>) left a lot to be desired. The software interface on the cards is clunky and randomly stopped working. With the control software entirely in the firmware there wasn't much I could do to fix things or troubleshoot. </div>
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<div class="separator" style="clear: both;">With the release of the Raspberry Pi camera, I figured this might offer a cheaper and more robust solution. The RPi camera is also 5MP which offers better resolution. With separate Raspberry Pis controlling each camera, I can then potentially add more sophisticated processing (on the fly), have some sanity checks, and generally make the whole thing more robust. Potentially I can create NDVIs on the fly so that the analysis part is complete by the time the images are downloaded. The demonstration that the<a href="http://www.imaging-resource.com/news/2013/06/06/under-the-microscope-raspberry-pi-camera-dissected-given-infrared-vision"> IR filter can be removed</a> clinched the decision for me and I dove into building a new RPi based version. </div>
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<div class="separator" style="clear: both;">For this I have 4 Raspberry Pis driving 4 separate CMOS cameras. Separate controllers are needed for two reasons: (1) the PI only has one port for driving a camera. (2) In an aerial setting one needs to take the photos all at the same time -- not in sequence since the camera is moving. Ultimately, I will add the filters to restrict the light to each of the cameras. The camera run a python script that listens to a GPIO port for a triggering announcement. A fifth Pi runs as a master. It has a GPS and a real time clock on board to track its location and time. When sufficient distance from the previous photos has passed, the master pi triggers the other cameras with the GPIO. The master then ftps the images back to a central location and (when the script is done), these are assembled into a single multispectral image using GDAL libraries (aligned and so on). A UBEC provides the power to the whole thing so that it can be run off of the balancing plug of a LiPo battery (assuming its installed in some sort of UAV/plane/copter). </div>
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<div class="separator" style="clear: both;">As of last night, It is all assembled (see photo) and I'm working on the software part of the project. Ive got the master program working with the gps and so on and the basic triggering scripts for the individual cameras. Using GPIO on the Pi is pretty sweet though having to run the scripts as sudo is a bit wonky IMHO. Ultimately the individual pis will boot in headless fashion and begin running their scripts. Ive got the master pi now functioning as a wireless access device so that the other pis can connect to it. I still have to work on getting the transfers going. That will requiring making sure that the script can find the right images that go together. One way to do that might to have the slave pis ftp to the master using a number scheme to make it clear what goes with what. That is work yet to be done... </div>
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<div class="separator" style="clear: both;"><a style="margin-left: 1em; margin-right: 1em;" href="https://lh4.googleusercontent.com/-YXH-hTPf1pY/UjshkGicZkI/AAAAAAAAjOQ/Hv6V-mUkkt8/s640/blogger-image--191513185.jpg"><img style="float: right;" src="https://lh4.googleusercontent.com/-YXH-hTPf1pY/UjshkGicZkI/AAAAAAAAjOQ/Hv6V-mUkkt8/s640/blogger-image--191513185.jpg" alt="" border="0" /></a></div>Anonymoushttp://www.blogger.com/profile/05671518366138965993noreply@blogger.com4tag:blogger.com,1999:blog-6759912868753684019.post-82328715197214247762013-09-19T08:28:00.001-07:002013-09-19T08:28:33.423-07:00A very useful tool ... Offline USGS topo maps on your phone<a href="http://feedly.com/k/16i8YZ4">http://feedly.com/k/16i8YZ4</a>Anonymoushttp://www.blogger.com/profile/05671518366138965993noreply@blogger.com0tag:blogger.com,1999:blog-6759912868753684019.post-70821047867842142452013-09-14T17:03:00.001-07:002013-09-14T17:03:37.040-07:00The effect of error on cultural transmission | Open Agent Based Modeling Consortium<a href="http://www.openabm.org/model/3359/version/1/view">The effect of error on cultural transmission | Open Agent Based Modeling Consortium</a>Anonymoushttp://www.blogger.com/profile/05671518366138965993noreply@blogger.com0tag:blogger.com,1999:blog-6759912868753684019.post-48966653382934298822013-09-13T07:36:00.001-07:002013-09-19T10:34:35.995-07:00The Dangers of the Recent "Anything Goes" Trend in Archaeology...<p> </p>
<p>Last night, the IgNobles were announced:</p>
<p>ARCHAEOLOGY PRIZE Brian Crandall and Peter Stahl, for parboiling a dead shrew, and then swallowing the shrew without chewing, and then carefully examining everything excreted during subsequent days — all so they could see which bones would dissolve inside the human digestive system, and which bones would not.</p>
<p>REFERENCE: “Human Digestive Effects on a Micromammalian Skeleton,” Peter W. Stahl and Brian D. Crandall, Journal of Archaeological Science, vol. 22, November 1995, pp. 789–97.</p>Anonymoushttp://www.blogger.com/profile/05671518366138965993noreply@blogger.com0