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    <title>Sensation &amp; Perception - Psych 3103/5103</title>
    <link rel="alternate" type="text/html" href="http://www.psychologicalscience.com/perception/" />
    <link rel="self" type="application/atom+xml" href="http://www.psychologicalscience.com/perception/atom.xml" />
    <id>tag:www.psychologicalscience.com,2009-11-19:/perception//7</id>
    <updated>2012-02-05T15:33:47Z</updated>
    <subtitle>This is the official website for our hybrid class in sensation &amp; perception</subtitle>
    <generator uri="http://www.sixapart.com/movabletype/">Movable Type Pro 4.21-en</generator>

<entry>
    <title>Week #5 Honorarium: Contrast Sensitivity</title>
    <link rel="alternate" type="text/html" href="http://www.psychologicalscience.com/perception/2012/02/week-5-honorarium-contrast-sensitivity.html" />
    <id>tag:www.psychologicalscience.com,2012:/perception//7.2960</id>

    <published>2012-02-05T15:30:58Z</published>
    <updated>2012-02-05T15:33:47Z</updated>

    <summary>An honorarium is often a small payment for services that might otherwise be done for free or for a much larger amount. Think of it as a token payment of appreciation. Past experience with hybrid classes has shown that on...</summary>
    <author>
        <name>Otto</name>
        
    </author>
    
    
    <content type="html" xml:lang="en" xml:base="http://www.psychologicalscience.com/perception/">
        <![CDATA[<span style="FONT-FAMILY: 'Arial', 'sans-serif'; COLOR: #333333; FONT-SIZE: 10pt">An
 honorarium is often a small payment for services that might otherwise 
be done for free or for a much larger amount. Think of it as a token 
payment of appreciation.</span>
<p><span style="FONT-FAMILY: 'Arial', 'sans-serif'; COLOR: #333333; FONT-SIZE: 10pt">Past
 experience with hybrid classes has shown that on the average 2 
assignments a week is about right for most students. The problem is that
 there are many additional assignments that would enrich your learning 
in this class. I don't necessarily&nbsp;like the concept of extra credit (if 
you ask I'll be happy to tell you why) and I can't afford to pay you too
 much for doing these additional assignments because many students won't
 be able to find the time resources to do them and I don't want to blow 
out the grade curve.</span></p>
<p><span style="FONT-FAMILY: 'Arial', 'sans-serif'; COLOR: #333333; FONT-SIZE: 10pt">So
 what I am willing to do is offer an honorarium as a token of my 
appreciation for doing these additional assignments. They will typically
 be worth 2 points. If you like you can incorporate this assignment into
 your Topical Blog Assignment by listing it as one of your references 
(in this case it is OK to 'double-dip').</span></p>
<p><span style="FONT-FAMILY: 'Arial', 'sans-serif'; COLOR: #333333; FONT-SIZE: 10pt">For
 this week's honorarium assignment I would like you to go to the 
following site and read through the introduction and the instructions 
for the online lab experiment. </span></p>

<p><a href="http://people.usd.edu/%7Eschieber/coglab/CSFIntro.html">http://people.usd.edu/~schieber/coglab/CSFIntro.html</a><span style="font-family: 'Arial','sans-serif'; color: rgb(51, 51, 51); font-size: 10pt;"><br /></span></p><p><span style="FONT-FAMILY: 'Arial', 'sans-serif'; COLOR: #333333; FONT-SIZE: 10pt">IMPORTANT:
 When you click on the button at the bottom of the page to "RUN THE 
EXPERIMENT" you may be asked to log in. If you log in as GUEST you 
should be able to get in. You will also need a computer with up to date 
Java plug-ins.</span></p>
<p><span style="FONT-FAMILY: 'Arial', 'sans-serif'; COLOR: #333333; FONT-SIZE: 10pt">The
 experiment takes about 15 minutes - perceptually it seems like forever :
 -) but don't give up and don't just start clicking on buttons to get&nbsp;it
 over with because we want the data it provides you when you are done. </span></p>

<span style="FONT-FAMILY: 'Arial', 'sans-serif'; COLOR: #333333; FONT-SIZE: 10pt">After
 all that, since most of the work was doing the assignment. For this 
blog post, just say I did the experiment and briefly discuss your 
experience.</span><br /><br />Once you are done with your post make list of the terms and terminology you used in your post.<br /> ]]>
        
    </content>
</entry>

<entry>
    <title>Topical Blog Week #5 (Due Thursday)</title>
    <link rel="alternate" type="text/html" href="http://www.psychologicalscience.com/perception/2012/02/topical-blog-week-5-due-thursday.html" />
    <id>tag:www.psychologicalscience.com,2012:/perception//7.2959</id>

    <published>2012-02-05T15:28:06Z</published>
    <updated>2012-02-05T15:28:42Z</updated>

    <summary> What I would like you to do is to find a topic from the chapter you read for Monday that you were interested in and search the internet for material on that topic. You might, for example, find people...</summary>
    <author>
        <name>Otto</name>
        
    </author>
    
    
    <content type="html" xml:lang="en" xml:base="http://www.psychologicalscience.com/perception/">
        <![CDATA[<div class="asset-content entry-content">

        <div class="asset-body">
            <div class="asset-content entry-content">

        <div class="asset-body">
            <div class="asset-content entry-content">

        <div class="asset-body">
            <div class="asset-content entry-content">

        <div class="asset-body">
            <p style="margin: 0in 0in 10pt;" class="MsoNormal"><font color="#000000" size="3" face="Calibri"><img style="WIDTH: 296px; HEIGHT: 302px" id="il_fi" src="http://www.capilanochallenge.com/uploads/venn-diagram1.png" width="400" height="400" /></font></p><p style="MARGIN: 0in 0in 10pt" class="MsoNormal"><br /></p>
<p style="MARGIN: 0in 0in 10pt" class="MsoNormal"><font color="#000000" size="3" face="Calibri">What
 I would like you to do is to find a topic from the chapter you read for Monday that you were 
interested in and search the internet for material on that topic. You 
might, for example, find people who are doing research on the topic, you
 might find web pages that discuss the topic, you might find youtube 
clips that demonstrate something related to the topic, etc. What you 
find and use is pretty much up to you at this point. But use at least 3 
sources.</font></p>
<p style="margin: 0in 0in 10pt;" class="MsoNormal"><font color="#000000" size="3" face="Calibri">Once
 you have completed your search and explorations, I would like you to 
say what your topic is, how exactly it fits into the chapter, and why 
you are interested in it. Next, I would like you to take the information
 you found related to your topic, integrate/synthesize it, and then 
write about it. At the end, please include working URLs for the three 
websites. </font><br /></p><p style="MARGIN: 0in 0in 10pt" class="MsoNormal">Once you are done with your post make list of the terms and terminology you used in your post.</p><p style="MARGIN: 0in 0in 10pt" class="MsoNormal"><font color="#000000" size="3" face="Calibri">Let me know if you have any questions.</font></p>
        </div>



    </div> 
        </div>



    </div> 
        </div>



    </div> 
        </div>



    </div> ]]>
        
    </content>
</entry>

<entry>
    <title>Reading Activity Week #5 (Due Monday)</title>
    <link rel="alternate" type="text/html" href="http://www.psychologicalscience.com/perception/2012/02/reading-activity-week-5-due-monday-1.html" />
    <id>tag:www.psychologicalscience.com,2012:/perception//7.2958</id>

    <published>2012-02-05T15:26:44Z</published>
    <updated>2012-02-05T15:35:21Z</updated>

    <summary>Please read chapter 4 (if you don&apos;t have a book yet, please let me know). After reading chapter 4, please respond to the following questions: What were three things from the chapter that you found interesting? Why were they interesting...</summary>
    <author>
        <name>Otto</name>
        
    </author>
    
    
    <content type="html" xml:lang="en" xml:base="http://www.psychologicalscience.com/perception/">
        <![CDATA[<p style="margin: 0in 0in 10pt;" class="MsoNormal"><img alt="http://i.huffpost.com/gen/440176/thumbs/s-LITERARY-FICTION-SHAM-large300.jpg" src="http://i.huffpost.com/gen/440176/thumbs/s-LITERARY-FICTION-SHAM-large300.jpg" /></p><p style="margin: 0in 0in 10pt;" class="MsoNormal"><font color="#000000" size="3" face="Calibri">Please
 read chapter 4 (if you don't have a book yet, please let me know). 
After reading chapter 4, please respond to the following questions:</font><br /></p>
<p style="MARGIN: 0in 0in 10pt" class="MsoNormal"><font color="#000000" size="3" face="Calibri">What
 were three things from the chapter that you found interesting? Why were 
they interesting to you? Which one thing did you find the least 
interesting? Why? What did you read in the chapter that you think will 
be most useful to in understanding Sensation &amp; Perception? Finally indicate 
two topics or concepts that you might like more information about.</font></p>
<p style="margin: 0in 0in 10pt;" class="MsoNormal"><font color="#000000" size="3" face="Calibri">Note:

 Keep in mind that there are no scheduled exams. When you make you posts
 make sure they are of sufficient caliber that the could be used as 
notes in a test - since the posts are what we are doing in lieu of an 
exam. Be sure to use the terms and 
terminology in your posts.</font><br /></p>Once you are done with your post make list of the terms and terminology you used in your post. 

 <script type="text/javascript" charset="utf-8" src="http://static.polldaddy.com/p/5846972.js"></script>
<noscript><a href="http://polldaddy.com/poll/5846972/">Which week #5 topic would you like to cover in class on Tuesday?</a></noscript>]]>
        
    </content>
</entry>

<entry>
    <title>Topical Blog Week #4 (Due Thursday)</title>
    <link rel="alternate" type="text/html" href="http://www.psychologicalscience.com/perception/2012/01/topical-blog-week-4-due-thursday.html" />
    <id>tag:www.psychologicalscience.com,2012:/perception//7.2953</id>

    <published>2012-01-28T14:26:13Z</published>
    <updated>2012-01-28T14:28:03Z</updated>

    <summary> What I would like you to do is to find a topic from the chapter you read for Monday that you were interested in and search the internet for material on that topic. You might, for example, find people...</summary>
    <author>
        <name>Otto</name>
        
    </author>
    
    
    <content type="html" xml:lang="en" xml:base="http://www.psychologicalscience.com/perception/">
        <![CDATA[<div class="asset-content entry-content">

        <div class="asset-body">
            <div class="asset-content entry-content">

        <div class="asset-body">
            <div class="asset-content entry-content">

        <div class="asset-body">
            <p style="margin: 0in 0in 10pt;" class="MsoNormal"><font size="3" color="#000000" face="Calibri"><img style="WIDTH: 296px; HEIGHT: 302px" id="il_fi" src="http://www.capilanochallenge.com/uploads/venn-diagram1.png" height="400" width="400" /></font></p><p style="MARGIN: 0in 0in 10pt" class="MsoNormal"><br /><font size="3" color="#000000" face="Calibri"></font></p>
<p style="MARGIN: 0in 0in 10pt" class="MsoNormal"><font size="3" color="#000000" face="Calibri">What
 I would like you to do is to find a topic from the chapter you read for Monday that you were 
interested in and search the internet for material on that topic. You 
might, for example, find people who are doing research on the topic, you
 might find web pages that discuss the topic, you might find youtube 
clips that demonstrate something related to the topic, etc. What you 
find and use is pretty much up to you at this point. But use at least 3 
sources.</font></p>
<p style="margin: 0in 0in 10pt;" class="MsoNormal"><font size="3" color="#000000" face="Calibri">Once
 you have completed your search and explorations, I would like you to 
say what your topic is, how exactly it fits into the chapter, and why 
you are interested in it. Next, I would like you to take the information
 you found related to your topic, integrate/synthesize it, and then 
write about it. At the end, please include working URLs for the three 
websites. </font><br /></p><p style="MARGIN: 0in 0in 10pt" class="MsoNormal">Once you are done with your post make list of the terms and terminology you used in your post.</p>
<p style="MARGIN: 0in 0in 10pt" class="MsoNormal"><font size="3" color="#000000" face="Calibri">By
 integrating/synthesizing I mean to take what your read/experienced from
 the internet search (and from chapter 1 if you like) organize the 
information into the main themes, issues, info, examples, etc. about 
your topic and then write about the topic in your own words using that 
information. This is hard for some people to do - many students write 
what we refer to as "serial abstracts." They are tempted to talk about 
the websites rather than the topic proper. They will talk all about 
website #1, start a new paragraph and talk all about web site #2, start a
 new paragraph and talk all about web site #3, and then write some kind 
of conclusion. Serial means one after the other...This what you DON'T 
want to do!</font></p>
<p style="MARGIN: 0in 0in 10pt" class="MsoNormal"><font size="3" color="#000000" face="Calibri">At
 first it is a real challenge to get out of the habit of writing "serial
 abstracts," but I assure you once you get the hang of it it is much 
easier to write using the integration method. And besides this is the 
way researchers and scientists write their technical reports and 
findings - many of you will have to be able to do this for other classes
 and for jobs that you may eventually be hired for so now is a good time
 to learn this skill. At this point don't worry about a grade, worry 
about doing your best to have fun with the topic and then integrate it 
into your own words to share what you found and now know. We will work 
on citing the sources later....</font></p>
<p style="MARGIN: 0in 0in 10pt" class="MsoNormal"><font size="3" color="#000000" face="Calibri">Let me know if you have any questions.</font></p>
        </div>



    </div> 
        </div>



    </div> 
        </div>



    </div> ]]>
        
    </content>
</entry>

<entry>
    <title>Reading Activity Week #4 (Due Monday)</title>
    <link rel="alternate" type="text/html" href="http://www.psychologicalscience.com/perception/2012/01/reading-activity-week-4-due-monday.html" />
    <id>tag:www.psychologicalscience.com,2012:/perception//7.2952</id>

    <published>2012-01-28T14:24:28Z</published>
    <updated>2012-01-28T14:28:51Z</updated>

    <summary>Please read chapter 3 (if you don&apos;t have a book yet, please let me know). After reading chapter 3, please respond to the following questions: What were three things from the chapter that you found interesting? Why were they interesting...</summary>
    <author>
        <name>Otto</name>
        
    </author>
    
    
    <content type="html" xml:lang="en" xml:base="http://www.psychologicalscience.com/perception/">
        <![CDATA[<p style="margin: 0in 0in 10pt;" class="MsoNormal"><img alt="http://i.huffpost.com/gen/440176/thumbs/s-LITERARY-FICTION-SHAM-large300.jpg" src="http://i.huffpost.com/gen/440176/thumbs/s-LITERARY-FICTION-SHAM-large300.jpg" /></p><p style="margin: 0in 0in 10pt;" class="MsoNormal"><font size="3" color="#000000" face="Calibri">Please
 read chapter 3 (if you don't have a book yet, please let me know). 
After reading chapter 3, please respond to the following questions:</font><br /></p>
<p style="MARGIN: 0in 0in 10pt" class="MsoNormal"><font size="3" color="#000000" face="Calibri">What
 were three things from the chapter that you found interesting? Why were 
they interesting to you? Which one thing did you find the least 
interesting? Why? What did you read in the chapter that you think will 
be most useful to in understanding Sensation &amp; Perception? Finally indicate 
two topics or concepts that you might like more information about.</font></p>
<p style="margin: 0in 0in 10pt;" class="MsoNormal"><font size="3" color="#000000" face="Calibri">Note:

 Keep in mind that there are no scheduled exams. When you make you posts
 make sure they are of sufficient caliber that the could be used as 
notes in a test - since the posts are what we are doing in lieu of an 
exam. Be sure to use the terms and 
terminology in your posts.</font><br /></p>Once you are done with your post make list of the terms and terminology you used in your post. 

<script type="text/javascript" charset="utf-8" src="http://static.polldaddy.com/p/5846956.js"></script>
<noscript><a href="http://polldaddy.com/poll/5846956/">Which Week #4 topic would you like to cover in class on Tuesday?</a></noscript>]]>
        
    </content>
</entry>

<entry>
    <title>Week #3 Honorarium: Mapping the Blind Spot</title>
    <link rel="alternate" type="text/html" href="http://www.psychologicalscience.com/perception/2012/01/week-2-honorarium-mapping-the-blind-spot.html" />
    <id>tag:www.psychologicalscience.com,2012:/perception//7.2949</id>

    <published>2012-01-21T01:57:59Z</published>
    <updated>2012-01-24T12:26:54Z</updated>

    <summary>An honorarium is often a small payment for services that might otherwise be done for free or for a much larger amount. Think of it as a token payment of appreciation. Past experience with hybrid classes has shown that on...</summary>
    <author>
        <name>Otto</name>
        
    </author>
    
    
    <content type="html" xml:lang="en" xml:base="http://www.psychologicalscience.com/perception/">
        <![CDATA[<p><span style="FONT-FAMILY: 'Arial', 'sans-serif'; COLOR: #333333; FONT-SIZE: 10pt">An
 honorarium is often a small payment for services that might otherwise 
be done for free or for a much larger amount. Think of it as a token 
payment of appreciation.</span></p>
<p><span style="FONT-FAMILY: 'Arial', 'sans-serif'; COLOR: #333333; FONT-SIZE: 10pt">Past
 experience with hybrid classes has shown that on the average 2 
assignments a week is about right for most students. The problem is that
 there are many additional assignments that would enrich your learning 
in this class. I don't necessarily&nbsp;like the concept of extra credit (if 
you ask I'll be happy to tell you why) and I can't afford to pay you too
 much for doing these additional assignments because many students won't
 be able to find the time resources to do them and I don't want to blow 
out the grade curve.</span></p>
<p><span style="FONT-FAMILY: 'Arial', 'sans-serif'; COLOR: #333333; FONT-SIZE: 10pt">So
 what I am willing to do is offer an honorarium as a token of my 
appreciation for doing these additional assignments. They will typically
 be worth 2 points. If you like you can incorporate this assignment into
 your Topical Blog Assignment by listing it as one of your references 
(in this case it is OK to 'double-dip').</span></p>
<p><span style="FONT-FAMILY: 'Arial', 'sans-serif'; COLOR: #333333; FONT-SIZE: 10pt">For
 this week's honorarium assignment I would like you to go to the 
following site and read through the introduction and the instructions 
for the online lab experiment. </span></p>

<p><span style="font-family: 'Arial','sans-serif'; color: rgb(51, 51, 51); font-size: 10pt;"><a href="http://people.usd.edu/%7Eschieber/coglab/BlindSpot.html">http://people.usd.edu/~schieber/coglab/BlindSpot.html</a><br /></span></p><p><span style="FONT-FAMILY: 'Arial', 'sans-serif'; COLOR: #333333; FONT-SIZE: 10pt">IMPORTANT:
 When you click on the button at the bottom of the page to "RUN THE 
EXPERIMENT" you may be asked to log in. If you log in as GUEST you 
should be able to get in. You will also need a computer with up to date 
Java plug-ins.</span></p>
<p><span style="FONT-FAMILY: 'Arial', 'sans-serif'; COLOR: #333333; FONT-SIZE: 10pt">The
 experiment takes about 15 minutes - perceptually it seems like forever :
 -) but don't give up and don't just start clicking on buttons to get&nbsp;it
 over with because we want the data it provides you when you are done. </span></p>

<span style="FONT-FAMILY: 'Arial', 'sans-serif'; COLOR: #333333; FONT-SIZE: 10pt">After
 all that, since most of the work was doing the assignment. For this 
blog post, just say I did the experiment and briefly discuss your 
experience.</span><br /><br />Once you are done with your post make list of the terms and terminology you used in your post.<br /> ]]>
        
    </content>
</entry>

<entry>
    <title>Topical Blog Week #3 (Due Thursday)</title>
    <link rel="alternate" type="text/html" href="http://www.psychologicalscience.com/perception/2012/01/topical-blog-week-3-due-thursday.html" />
    <id>tag:www.psychologicalscience.com,2012:/perception//7.2944</id>

    <published>2012-01-21T01:33:40Z</published>
    <updated>2012-01-21T01:35:24Z</updated>

    <summary> Before you begin this assignment, please go to the following site and read a couple of topical blog posts that were done by students last semester at : http://www.psychologicalscience.com/perception/2011/04/topical-blog-week-14-due-friday.html#commentsNext what I would like you to do is to find...</summary>
    <author>
        <name>Otto</name>
        
    </author>
    
    
    <content type="html" xml:lang="en" xml:base="http://www.psychologicalscience.com/perception/">
        <![CDATA[<div class="asset-content entry-content">

        <div class="asset-body">
            <div class="asset-content entry-content">

        <div class="asset-body">
            <p style="MARGIN: 0in 0in 10pt" class="MsoNormal"><font size="3" color="#000000" face="Calibri"><img style="WIDTH: 296px; HEIGHT: 302px" id="il_fi" src="http://www.capilanochallenge.com/uploads/venn-diagram1.png" height="400" width="400" /></font></p>
<p style="margin: 0in 0in 10pt;" class="MsoNormal"><br /></p><p style="margin: 0in 0in 10pt;" class="MsoNormal">Before
 you begin this assignment, please go to the following site and read a 
couple of topical blog posts that were done by students last semester at
 : <a href="../../perception/2011/04/topical-blog-week-14-due-friday.html#comments">http://www.psychologicalscience.com/perception/2011/04/topical-blog-week-14-due-friday.html#comments</a></p><p style="margin: 0in 0in 10pt;" class="MsoNormal"><br /></p><p style="MARGIN: 0in 0in 10pt" class="MsoNormal"><font size="3" color="#000000" face="Calibri">Next what
 I would like you to do is to find a topic from the chapter you read for Monday that you were 
interested in and search the internet for material on that topic. You 
might, for example, find people who are doing research on the topic, you
 might find web pages that discuss the topic, you might find youtube 
clips that demonstrate something related to the topic, etc. What you 
find and use is pretty much up to you at this point. But use at least 3 
sources.</font></p>
<p style="margin: 0in 0in 10pt;" class="MsoNormal"><font size="3" color="#000000" face="Calibri">Once
 you have completed your search and explorations, I would like you to 
say what your topic is, how exactly it fits into the chapter, and why 
you are interested in it. Next, I would like you to take the information
 you found related to your topic, integrate/synthesize it, and then 
write about it. At the end, please include working URLs for the three 
websites. </font><br /></p><p style="MARGIN: 0in 0in 10pt" class="MsoNormal">Once you are done with your post make list of the terms and terminology you used in your post.</p>
<p style="MARGIN: 0in 0in 10pt" class="MsoNormal"><font size="3" color="#000000" face="Calibri">By
 integrating/synthesizing I mean to take what your read/experienced from
 the internet search (and from chapter 1 if you like) organize the 
information into the main themes, issues, info, examples, etc. about 
your topic and then write about the topic in your own words using that 
information. This is hard for some people to do - many students write 
what we refer to as "serial abstracts." They are tempted to talk about 
the websites rather than the topic proper. They will talk all about 
website #1, start a new paragraph and talk all about web site #2, start a
 new paragraph and talk all about web site #3, and then write some kind 
of conclusion. Serial means one after the other...This what you DON'T 
want to do!</font></p>
<p style="MARGIN: 0in 0in 10pt" class="MsoNormal"><font size="3" color="#000000" face="Calibri">At
 first it is a real challenge to get out of the habit of writing "serial
 abstracts," but I assure you once you get the hang of it it is much 
easier to write using the integration method. And besides this is the 
way researchers and scientists write their technical reports and 
findings - many of you will have to be able to do this for other classes
 and for jobs that you may eventually be hired for so now is a good time
 to learn this skill. At this point don't worry about a grade, worry 
about doing your best to have fun with the topic and then integrate it 
into your own words to share what you found and now know. We will work 
on citing the sources later....</font></p>
<p style="MARGIN: 0in 0in 10pt" class="MsoNormal"><font size="3" color="#000000" face="Calibri">Let me know if you have any questions.</font></p>
        </div>



    </div> 
        </div>



    </div> ]]>
        
    </content>
</entry>

<entry>
    <title>Reading Activity Week #3 (Due Monday)</title>
    <link rel="alternate" type="text/html" href="http://www.psychologicalscience.com/perception/2012/01/reading-activity-week-3-due-monday.html" />
    <id>tag:www.psychologicalscience.com,2012:/perception//7.2943</id>

    <published>2012-01-21T01:26:26Z</published>
    <updated>2012-01-21T13:21:58Z</updated>

    <summary>Please read chapter 2 (if you don&apos;t have a book yet, please let me know). After reading chapter 2, please respond to the following questions: What were three things from the chapter that you found interesting? Why were they interesting...</summary>
    <author>
        <name>Otto</name>
        
    </author>
    
    
    <content type="html" xml:lang="en" xml:base="http://www.psychologicalscience.com/perception/">
        <![CDATA[<p style="margin: 0in 0in 10pt;" class="MsoNormal"><img alt="http://i.huffpost.com/gen/440176/thumbs/s-LITERARY-FICTION-SHAM-large300.jpg" src="http://i.huffpost.com/gen/440176/thumbs/s-LITERARY-FICTION-SHAM-large300.jpg" /></p><p style="MARGIN: 0in 0in 10pt" class="MsoNormal"><font color="#000000" face="Calibri" size="3">Please
 read chapter 2 (if you don't have a book yet, please let me know). 
After reading chapter 2, please respond to the following questions:</font></p>
<p style="MARGIN: 0in 0in 10pt" class="MsoNormal"><font color="#000000" face="Calibri" size="3">What
 were three things from the chapter that you found interesting? Why were 
they interesting to you? Which one thing did you find the least 
interesting? Why? What did you read in the chapter that you think will 
be most useful to in understanding Sensation &amp; Perception? Finally indicate 
two topics or concepts that you might like more information about.</font></p>
<p style="margin: 0in 0in 10pt;" class="MsoNormal"><font color="#000000" face="Calibri" size="3">Note:

 Keep in mind that there are no scheduled exams. When you make you posts
 make sure they are of sufficient caliber that the could be used as 
notes in a test - since the posts are what we are doing in lieu of an 
exam. Be sure to use the terms and 
terminology in your posts.</font><br /></p>Once you are done with your post make list of the terms and terminology you used in your post.<br />&nbsp;<script type="text/javascript" charset="utf-8" src="http://static.polldaddy.com/p/5846948.js"></script>
<noscript><a href="http://polldaddy.com/poll/5846948/">Which Week #3 topic would you like to cover in class on Tuesday?</a></noscript>]]>
        
    </content>
</entry>

<entry>
    <title>Week #2 Honorarium: Psychophysical Measurement using JNDs</title>
    <link rel="alternate" type="text/html" href="http://www.psychologicalscience.com/perception/2012/01/week-2-honorarium-psychophysical-measurement-using-jnds.html" />
    <id>tag:www.psychologicalscience.com,2012:/perception//7.2935</id>

    <published>2012-01-16T15:49:03Z</published>
    <updated>2012-01-16T16:19:28Z</updated>

    <summary>An honorarium is often a small payment for services that might otherwise be done for free or for a much larger amount. Think of it as a token payment of appreciation. Past experience with hybrid classes has shown that on...</summary>
    <author>
        <name>Otto</name>
        
    </author>
    
    
    <content type="html" xml:lang="en" xml:base="http://www.psychologicalscience.com/perception/">
        <![CDATA[<p><span style="FONT-FAMILY: 'Arial', 'sans-serif'; COLOR: #333333; FONT-SIZE: 10pt">An honorarium is often a small payment for services that might otherwise be done for free or for a much larger amount. Think of it as a token payment of appreciation.<o:p></o:p></span></p>
<p><span style="FONT-FAMILY: 'Arial', 'sans-serif'; COLOR: #333333; FONT-SIZE: 10pt">Past experience with hybrid classes has shown that on the average 2 assignments a week is about right for most students. The problem is that there are many additional assignments that would enrich your learning in this class. I don't necessarily&nbsp;like the concept of extra credit (if you ask I'll be happy to tell you why) and I can't afford to pay you too much for doing these additional assignments because many students won't be able to find the time resources to do them and I don't want to blow out the grade curve.<o:p></o:p></span></p>
<p><span style="FONT-FAMILY: 'Arial', 'sans-serif'; COLOR: #333333; FONT-SIZE: 10pt">So what I am willing to do is offer an honorarium as a token of my appreciation for doing these additional assignments. They will typically be worth 2 points. If you like you can incorporate this assignment into your Topical Blog Assignment by listing it as one of your references (in this case it is OK to 'double-dip').<o:p></o:p></span></p>
<p><span style="FONT-FAMILY: 'Arial', 'sans-serif'; COLOR: #333333; FONT-SIZE: 10pt">For this week's honorarium assignment I would like you to go to the following site and read through the introduction and the instructions for the online lab experiment. <o:p></o:p></span></p>
<p><span style="FONT-FAMILY: 'Arial', 'sans-serif'; COLOR: #333333; FONT-SIZE: 10pt"><a href="http://people.usd.edu/~schieber/coglab/WebersLaw.html">http://people.usd.edu/~schieber/coglab/WebersLaw.html</a><o:p></o:p></span></p>
<p><span style="FONT-FAMILY: 'Arial', 'sans-serif'; COLOR: #333333; FONT-SIZE: 10pt">IMPORTANT: When you click on the button at the bottom of the page to "RUN THE EXPERIMENT" you may be asked to log in. If you log in as GUEST you should be able to get in. You will also need a computer with up to date Java plug-ins.<o:p></o:p></span></p>
<p><span style="FONT-FAMILY: 'Arial', 'sans-serif'; COLOR: #333333; FONT-SIZE: 10pt">The experiment takes about 15 minutes - perceptually it seems like forever : -) but don't give up and don't just start clicking on buttons to get&nbsp;it over with because we want the data it provides you when you are done. <o:p></o:p></span></p>
<p><span style="FONT-FAMILY: 'Arial', 'sans-serif'; COLOR: #333333; FONT-SIZE: 10pt">When you are done, try graphing your data based on Weber's Law. If you can print out the data and bring that to class that would be great and we can try to graph it in class. <o:p></o:p></span></p>
<p><span style="FONT-FAMILY: 'Arial', 'sans-serif'; COLOR: #333333; FONT-SIZE: 10pt">After all that, since most of the work was doing the assignment. For this blog post, just say I did the experiment and briefly discuss your experience.<o:p></o:p></span></p>
<p>&nbsp;</p>]]>
        
    </content>
</entry>

<entry>
    <title>Topical Blog Week #2 (Due Thursday)</title>
    <link rel="alternate" type="text/html" href="http://www.psychologicalscience.com/perception/2012/01/topical-blog-week-2-due-thursday.html" />
    <id>tag:www.psychologicalscience.com,2012:/perception//7.2934</id>

    <published>2012-01-14T16:30:05Z</published>
    <updated>2012-01-14T17:04:26Z</updated>

    <summary> Before you begin this assignment, please go to the following site and read a couple of topical blog posts that were done by students last semester at : http://www.psychologicalscience.com/perception/2011/04/topical-blog-week-14-due-friday.html#commentsNext what I would like you to do is to find...</summary>
    <author>
        <name>Otto</name>
        
    </author>
    
    
    <content type="html" xml:lang="en" xml:base="http://www.psychologicalscience.com/perception/">
        <![CDATA[<div class="asset-content entry-content">

        <div class="asset-body">
            <p style="MARGIN: 0in 0in 10pt" class="MsoNormal"><font color="#000000" face="Calibri" size="3"><img style="WIDTH: 296px; HEIGHT: 302px" id="il_fi" src="http://www.capilanochallenge.com/uploads/venn-diagram1.png" height="400" width="400" /></font></p>
<p style="margin: 0in 0in 10pt;" class="MsoNormal"><br /></p><p style="margin: 0in 0in 10pt;" class="MsoNormal">Before you begin this assignment, please go to the following site and read a couple of topical blog posts that were done by students last semester at : <a href="http://www.psychologicalscience.com/perception/2011/04/topical-blog-week-14-due-friday.html#comments">http://www.psychologicalscience.com/perception/2011/04/topical-blog-week-14-due-friday.html#comments</a></p><p style="margin: 0in 0in 10pt;" class="MsoNormal"><br /></p><p style="MARGIN: 0in 0in 10pt" class="MsoNormal"><font color="#000000" face="Calibri" size="3">Next what
 I would like you to do is to find a topic from chapter 1 that you were 
interested in and search the internet for material on that topic. You 
might, for example, find people who are doing research on the topic, you
 might find web pages that discuss the topic, you might find youtube 
clips that demonstrate something related to the topic, etc. What you 
find and use is pretty much up to you at this point. But use at least 3 
sources.</font></p>
<p style="margin: 0in 0in 10pt;" class="MsoNormal"><font color="#000000" face="Calibri" size="3">Once
 you have completed your search and explorations, I would like you to 
say what your topic is, how exactly it fits into the chapter, and why 
you are interested in it. Next, I would like you to take the information
 you found related to your topic, integrate/synthesize it, and then 
write about it. At the end, please include working URLs for the three 
websites. </font><br /></p><p style="MARGIN: 0in 0in 10pt" class="MsoNormal">Once you are done with your post make list of the terms and terminology you used in your post.</p>
<p style="MARGIN: 0in 0in 10pt" class="MsoNormal"><font color="#000000" face="Calibri" size="3">By
 integrating/synthesizing I mean to take what your read/experienced from
 the internet search (and from chapter 1 if you like) organize the 
information into the main themes, issues, info, examples, etc. about 
your topic and then write about the topic in your own words using that 
information. This is hard for some people to do - many students write 
what we refer to as "serial abstracts." They are tempted to talk about 
the websites rather than the topic proper. They will talk all about 
website #1, start a new paragraph and talk all about web site #2, start a
 new paragraph and talk all about web site #3, and then write some kind 
of conclusion. Serial means one after the other...This what you DON'T 
want to do!</font></p>
<p style="MARGIN: 0in 0in 10pt" class="MsoNormal"><font color="#000000" face="Calibri" size="3">At
 first it is a real challenge to get out of the habit of writing "serial
 abstracts," but I assure you once you get the hang of it it is much 
easier to write using the integration method. And besides this is the 
way researchers and scientists write their technical reports and 
findings - many of you will have to be able to do this for other classes
 and for jobs that you may eventually be hired for so now is a good time
 to learn this skill. At this point don't worry about a grade, worry 
about doing your best to have fun with the topic and then integrate it 
into your own words to share what you found and now know. We will work 
on citing the sources later....</font></p>
<p style="MARGIN: 0in 0in 10pt" class="MsoNormal"><font color="#000000" face="Calibri" size="3">Let me know if you have any questions.</font></p>
        </div>



    </div> ]]>
        
    </content>
</entry>

<entry>
    <title>Reading Activity Week #2 (Due Monday)</title>
    <link rel="alternate" type="text/html" href="http://www.psychologicalscience.com/perception/2012/01/reading-activity-week-2-due-monday-1.html" />
    <id>tag:www.psychologicalscience.com,2012:/perception//7.2933</id>

    <published>2012-01-14T16:24:53Z</published>
    <updated>2012-01-16T02:58:46Z</updated>

    <summary> Please read chapter 1 (if you don&apos;t have a book yet, please let me know). After reading chapter 1, please respond to the following questions: What were three things from the chapter that you found interesting? Why were they...</summary>
    <author>
        <name>Otto</name>
        
    </author>
    
    
    <content type="html" xml:lang="en" xml:base="http://www.psychologicalscience.com/perception/">
        <![CDATA[<div class="asset-content entry-content">

        <div class="asset-body">
            <p style="margin: 0in 0in 10pt;" class="MsoNormal"><img alt="http://i.huffpost.com/gen/440176/thumbs/s-LITERARY-FICTION-SHAM-large300.jpg" src="http://i.huffpost.com/gen/440176/thumbs/s-LITERARY-FICTION-SHAM-large300.jpg" /></p><p style="MARGIN: 0in 0in 10pt" class="MsoNormal"><font size="3" color="#000000" face="Calibri">Please
 read chapter 1 (if you don't have a book yet, please let me know). 
After reading chapter 1, please respond to the following questions:</font></p>
<p style="MARGIN: 0in 0in 10pt" class="MsoNormal"><font size="3" color="#000000" face="Calibri">What
 were three things from the chapter that you found interesting? Why were 
they interesting to you? Which one thing did you find the least 
interesting? Why? What did you read in the chapter that you think will 
be most useful to in understanding Sensation &amp; Perception? Finally indicate 
two topics or concepts that you would like more information about.</font></p>
<p style="margin: 0in 0in 10pt;" class="MsoNormal"><font size="3" color="#000000" face="Calibri">Note:
 Keep in mind that there are no scheduled exams. When you make you posts make sure they are of sufficient caliber that the could be used as notes in a test - since the posts are what we are doing in lieu of an exam. Be sure to use the terms and 
terminology in your posts.</font><br /></p><p style="MARGIN: 0in 0in 10pt" class="MsoNormal">Once you are done with your post make list of the terms and terminology you used in your post.<br /></p>
        </div>
<script type="text/javascript" charset="utf-8" src="http://static.polldaddy.com/p/5844943.js"></script>
<noscript><a href="http://polldaddy.com/poll/5844943/">Which week #2 topic would you like to cover in class on Tuesday?</a></noscript>


    </div> ]]>
        
    </content>
</entry>

<entry>
    <title>Week #1 Snow Day Assignment (Due Friday)</title>
    <link rel="alternate" type="text/html" href="http://www.psychologicalscience.com/perception/2012/01/week-1-snow-day-assignment-due-friday.html" />
    <id>tag:www.psychologicalscience.com,2012:/perception//7.2926</id>

    <published>2012-01-12T14:13:47Z</published>
    <updated>2012-01-12T14:29:12Z</updated>

    <summary>Hi Class,You pretty much rocked your blog posts do far and since today&apos;s class was going to cover blogging for the course and how to improve your posts etc. and since it is still snowing/snowy outside we will be doing...</summary>
    <author>
        <name>Otto</name>
        
    </author>
    
    
    <content type="html" xml:lang="en" xml:base="http://www.psychologicalscience.com/perception/">
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" alt="" height="213" width="377" /><br /><br />Hi Class,<br /><br />You pretty much rocked your blog posts do far and since
 today's class was going to cover blogging for the course and how to 
improve your posts etc. and since it is still snowing/snowy outside we 
will be doing this online work rather than in class work.<br /><br />One of 
the blog assignment type we did for the class was the "In The News" 
assignments. In order to familiarize you with these assignments, we 
would like you to read some of the posts from past students to see what 
they were interested in and how they went about blogging about behavior 
modification in the news.<br /><a href="../../bmod/2011/11/topical-blog-week-14-due-thursday.html#comments"><br /></a><a href="http://www.psychologicalscience.com/perception/2011/02/topical-blog-week-12-due-friday.html#comments">http://www.psychologicalscience.com/perception/2011/02/topical-blog-week-12-due-friday.html#comments</a><br /><br /><a href="http://www.psychologicalscience.com/perception/2011/02/topical-blog-week-9-due-friday.html#comments">http://www.psychologicalscience.com/perception/2011/02/topical-blog-week-9-due-friday.html#comments</a><br /><br />After reading the posts from the links above please answer the following:<br />Which posts did you like the best? Why?<br />Do you think we can adequately learn about sensation / perception from reading the news? How so?<br />Has reading these posts changed your idea of what sensation / perception is? Why or why not?<br />Based on these posts are there any specific topics you are interested in learning?<br /><br />Thanks,<br /><br />--Dr. M 
        <br /> ]]>
        
    </content>
</entry>

<entry>
    <title>Topical Blog Week #1 (due Thursday)</title>
    <link rel="alternate" type="text/html" href="http://www.psychologicalscience.com/perception/2012/01/topical-blog-week-1-due-thursday.html" />
    <id>tag:www.psychologicalscience.com,2012:/perception//7.2924</id>

    <published>2012-01-11T18:16:48Z</published>
    <updated>2012-01-11T18:19:19Z</updated>

    <summary>By now you should have been able to log in and comment on the blog site. What we would like you to do now is to go to the following pages and read some of the comments left from the...</summary>
    <author>
        <name>Otto</name>
        
    </author>
    
    
    <content type="html" xml:lang="en" xml:base="http://www.psychologicalscience.com/perception/">
        <![CDATA[By now you should have been able to log in and comment on the blog site.
 What we would like you to do now is to go to the following pages and 
read some of the comments left from the students in the class before 
you. <br /><br /><a href="http://www.psychologicalscience.com/perception/2011/04/topical-blog-week-15-due-friday.html">http://www.psychologicalscience.com/perception/2011/04/topical-blog-week-15-due-friday.html</a><br /><a href="http://www.psychologicalscience.com/perception/2011/04/topical-blog-week-14-due-friday.html">http://www.psychologicalscience.com/perception/2011/04/topical-blog-week-14-due-friday.html</a><br /><a href="http://www.psychologicalscience.com/perception/2011/04/topical-blog-week-13-due-friday.html">http://www.psychologicalscience.com/perception/2011/04/topical-blog-week-13-due-friday.html</a><br /><br />After reading the posts please answer the following:<br />Which posts did you like the best? Why?<br />Has reading these posts changed your idea of what sensation / perception is? Why or why not?<br />Based on these posts are there any specific topics you are interested in learning?<br /><br />Thanks,<br /><br />--Dr. M ]]>
        
    </content>
</entry>

<entry>
    <title>Week #1 assignment (due before class on Thursday)</title>
    <link rel="alternate" type="text/html" href="http://www.psychologicalscience.com/perception/2012/01/week-1-assignment-due-before-class-on-thursday.html" />
    <id>tag:www.psychologicalscience.com,2012:/perception//7.2923</id>

    <published>2012-01-11T18:12:11Z</published>
    <updated>2012-01-11T18:15:58Z</updated>

    <summary>Please make sure you are registered for the perception class and then spend a little time orienting yourself with the class blog site. While you are at it please look over the syllabus pages and make sure you understand what...</summary>
    <author>
        <name>Otto</name>
        
    </author>
    
    
    <content type="html" xml:lang="en" xml:base="http://www.psychologicalscience.com/perception/">
        <![CDATA[Please make sure you are registered for the perception class and then spend a 
little time orienting yourself with the class blog site. While you are 
at it please look over the syllabus pages and make sure you understand 
what we will be doing this semester as it relates to the syllabus.<br /><br />Once
 you have finished this please leave a comment about what you think 
about the blog site, the class, or any particular blog post you have 
read. I mostly just want to make sure you can log in and comment. If you
 have problems logging in send me an email and let me know what I can do
 to help.<br /><br />--Dr. M ]]>
        
    </content>
</entry>

<entry>
    <title>Murmuration </title>
    <link rel="alternate" type="text/html" href="http://www.psychologicalscience.com/perception/2011/11/murmuration.html" />
    <id>tag:www.psychologicalscience.com,2011:/perception//7.2903</id>

    <published>2011-11-13T14:53:23Z</published>
    <updated>2011-11-13T14:56:10Z</updated>

    <summary> Murmuration from Sophie Windsor Clive on Vimeo.What Gestalt principles are in play in this video?...</summary>
    <author>
        <name>Otto</name>
        
    </author>
    
        <category term="gestalt" scheme="http://www.sixapart.com/ns/types#category" />
    
    
    <content type="html" xml:lang="en" xml:base="http://www.psychologicalscience.com/perception/">
        <![CDATA[<br /> <iframe src="http://player.vimeo.com/video/31158841?title=0&amp;byline=0&amp;portrait=0" webkitallowfullscreen="" allowfullscreen="" frameborder="0" height="320" width="400"></iframe><p><a href="http://vimeo.com/31158841">Murmuration</a> from <a href="http://vimeo.com/user3069761">Sophie Windsor Clive</a> on <a href="http://vimeo.com/">Vimeo</a>.</p><p>What Gestalt principles are in play in this video?<br /></p>]]>
        
    </content>
</entry>

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