tag:blogger.com,1999:blog-56113090030955312392024-03-13T22:46:02.184-07:00Politica Animifor the qualitative political scientist.Unknownnoreply@blogger.comBlogger149125tag:blogger.com,1999:blog-5611309003095531239.post-54241547265990684232020-06-14T16:59:00.005-07:002020-06-14T16:59:48.836-07:00King's College, Cambridge Classics Reading List<div class="JumboHeader">
<h2 class="page-header" style="text-align: center;">
King's College, Cambridge</h2>
<h2 style="text-align: center;">
Classics Reading List For prospective students</h2>
<div style="text-align: center;">
<span style="font-weight: normal;"><a href="https://www.kings.cam.ac.uk/study/undergraduate/reading-lists/classics-reading-list" target="_blank">https://www.kings.cam.ac.uk/study/undergraduate/reading-lists/classics-reading-list </a></span></div>
</div>
<br />
Those who study Latin and/or Greek at school characteristically study
a small number of texts primarily for the purpose of construing the
language. Close analysis of texts is an essential part of Classics – but
it is not the only part, and some of the features of particular
passages only be come clear in the context of the whole of a text, or
indeed of other texts. So if you are doing Latin and/or Greek at school
it makes sense for you to read in translation the rest of the work you
are studying.<br />
If you are studying Classical Civilisation then you are likely to be
reading a number of whole texts, but often in a limited number of
literary genres. If that is the case then you will find it useful to
sample a range of other genres, and in particular a range of prose
texts. If you have not read them already, look at: <br />
<ul>
<li>
<div class="small-text">
Thucydides’ <em>History of the Peloponnesian War </em>(especially
books 1–2): Thucydides’ reflections on the problems of discovering what
happened and working out why it happened have been immensely
influential.</div>
</li>
<li>
<div class="small-text">
Plato's <em>Republic</em>:<em> </em>An extraordinary work which makes clear the link s between political actions, moral judgments and what it is to know something.</div>
</li>
<li>
<div class="small-text">
Tacitus' <em>Annals: </em>(especially books 1–4) A
gripping analysis of the problems for an absolute ruler in securing
elite and popular support to run an empire.</div>
</li>
</ul>
Classics at Cambridge involves the study of philosophy, history,
art and archaeology, and philology as well as of the classical
languages and literature. To get an impression of what the advantages
are of such integrated study, take a look at M. Beard and J. Henderson
Classics: A Very Short Introduction (Oxford, 1995). One of the best ways
of discovering about Classics is to read Omnibus, the journal produced
twice a year by the Classical Association specially for sixth-formers.
Every issue contains a dozen or so short articles on aspects of
Classics, written by those who teach in universities. It costs only £3
and both the current number and back-numbers are available from the
Classical Association website.<br />
<h2>
For offer holders</h2>
One of the things everyone is surprised by is how much reading you
are expected to do as a Cambridge Classics student. Whatever college you
have got a place at, you will find yourself being expected not only to
get up to speed reading Greek and Latin texts on your own, but to read
widely in classical literature in translation and in what modern
scholars have said about it.<br />
Your ability to take advantage of the academic possibilities
Cambridge offers you will be much increased if you also do some basic
orientation before you come to Cambridge. This is particularly true at
King's, where we are impatient to get on with the amazing things one can
dig out of Latin and Greek texts - but one can only begin digging once
one has read those texts. So before you come you should get some of the
most central texts under your belt, and begin to explore the sorts of
things that scholars do with them.<br />
Here is a very short reading list, in three parts.<br />
The first part lists some central classical texts. Read them in
English translation, but, if you can, read the suggested parts in Greek
(if you have A level or equivalent Greek) or Latin. The second part
lists some introductory works good for orientation (and as it happens
with quite heavy King's connections!). The third part lists some classic
works of scholarship which offer ways in to Classics which you may not
have yet come across.<br />
<h2>
Part I</h2>
<ul class="lotm">
<li>
<div class="small-text">
Homer <cite>Iliad</cite> (books 1–3 in Greek) - If you think this is all boys toys, start by reading <cite>Iliad</cite> 14 with its guide to seduction...</div>
</li>
<li>
<div class="small-text">
Sophocles <cite>Oedipus the King</cite></div>
</li>
<li>
<div class="small-text">
Plato <cite>Republic</cite> (book 1 in Greek)</div>
</li>
<li>
<div class="small-text">
Virgil <cite>Aeneid</cite> (books 1 and 2 in Latin) - Read this after you have read the <cite>Iliad</cite> and marvel at how Virgil reworks the earlier epic in Books 7-12. Books 1-6 rework the <cite>Odyssey</cite>.</div>
</li>
<li>
<div class="small-text">
Tacitus <cite>Annals</cite> (book 1 in Latin)</div>
</li>
<li>
<div class="small-text">
Juvenal <cite>Satires</cite> (1, 3 and 6 in Latin) - about as vicious as you can get, and not at all pc. Make sure you get an unexpurgated translation.</div>
</li>
</ul>
<h2>
Part II</h2>
<ul class="lotm">
<li>
<div class="small-text">
S. Goldhill <cite>Love, Sex and Tragedy: how the ancient world shapes our lives</cite> (London, 2004)</div>
</li>
<li>
<div class="small-text">
C. Kelly <cite>The Roman Empire: A Very Short Introduction</cite> (Oxford, 2006)</div>
</li>
<li>
<div class="small-text">
C. Osborne <cite>Presocratic philosophy: A Very Short Introduction</cite> (Oxford, 2005)</div>
</li>
<li>
<div class="small-text">
R. Osborne <cite>Greek History</cite> (London, 2005)</div>
</li>
<li>
<div class="small-text">
R. Osborne <cite>Archaic and Classical Greek Art</cite> (Oxford, 1998)</div>
</li>
</ul>
<h2>
Part III</h2>
<ul class="lotm">
<li>
<div class="small-text">
R. Buxton <cite>Imaginary Greece: the contexts of mythology</cite> (Cambridge, 1994)</div>
</li>
<li>
<div class="small-text">
J. Davidson <cite>Courtesans and Fishcakes: the consuming passions of classical Athens</cite> (London, 1997)</div>
</li>
<li>
<div class="small-text">
E.R. Dodds <cite>The Greeks and the Irrational</cite> (Berkeley, 1951)</div>
</li>
<li>
<div class="small-text">
D.C. Feeney <cite>Literature and Religion at Rome: cultures, contexts and beliefs</cite> (Cambridge, 1998)</div>
</li>
<li>
<div class="small-text">
S. Hinds <cite>Allusion and Intertext: dynamics of appropriation in Roman poetry</cite> (Cambridge, 1998)</div>
</li>
<li>
<div class="small-text">
G.E.R. Lloyd <cite>Magic, Reason and Experience: Studies in the origins and development of Greek science</cite> (Cambridge, 1979)</div>
</li>
<li>
<div class="small-text">
B.A.O. Williams <cite>Shame and Necessity</cite> (Berkeley 1993)</div>
</li>
</ul>
For more information, please consult the Faculty of Classics website. Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5611309003095531239.post-28192134480827297022019-11-15T05:26:00.000-08:002019-11-15T05:26:23.823-08:00Neural correlates of maintaining one’s political beliefs in the face of counterevidence<a href="https://www.nature.com/articles/srep39589">https://www.nature.com/articles/srep39589</a><br />
<br />
<a href="https://theoatmeal.com/comics/believe?fbclid=IwAR01T8yk5h-CnEIuhFil_-boTLu87JTGT9M5oH6VBou_ggFloR5Gh-05L-o">https://theoatmeal.com/comics/believe?fbclid=IwAR01T8yk5h-CnEIuhFil_-boTLu87JTGT9M5oH6VBou_ggFloR5Gh-05L-o</a><br />
<br />
<a href="https://theoatmeal.com/comics/senior_year">https://theoatmeal.com/comics/senior_year</a>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5611309003095531239.post-84377516210473514342019-11-11T04:42:00.005-08:002019-11-11T04:42:50.177-08:00Neoliberalism and its definitionhttps://en.wikipedia.org/wiki/NeoliberalismUnknownnoreply@blogger.com0tag:blogger.com,1999:blog-5611309003095531239.post-10278601547582699582019-11-11T04:42:00.002-08:002019-11-11T04:42:28.659-08:00Nationalism and its definition<span style="font-size: x-small;"><span style="font-size: xx-small;">http://www.nationalismproject.org/what/breuilly.htm </span></span><br />
<br />
<span style="font-size: x-small;">John Breuilly's book <a href="http://www.nationalismproject.org/books/a_b.htm#Anchor-Breuilly-63488" target="_top">Nationalism and the State</a> is a classic discussion of the politics of nationalism in a comparative and historical perspective. </span>
<br />
<br />
<hr width="80%" />
"The term 'nationalism' is used to refer to political movements
seeking or exercising state power and justifying such actions with
nationalist arguments. <br />
"A nationalist argument is a political doctrine built upon three basic assertions:<br />
<ol>
<li type="a">There exists a nation with an explicit and peculiar character.
</li>
<li type="a">The interests and values of this nation take priority over all other interests and values.
</li>
<li type="a">The nation must be as independent as possible. This usually requires at least the attainment of political sovereignity." (p.3).
</li>
</ol>
<br />
<hr width="40%" />
"So the definition employed here can avoid the danger of being too
vague and all-embracing and, among other things, draws attention to the
modernity of nationalism.<br />
"The definition also excludes from consideration political
movements which demand independence on the basis of universal
principles. The term 'nationhood' is often used to describe the
achievement of such independence, as, for example, the creation of the
United States of America. But the leaders of the independence movement
did not refer to a cultural identity to justify their claims. They
demanded equality and, failing that, independence, and justified the
demand by an appeal to universal human rights. Parts of North America
were simply the areas in which these rights were being asserted.
Admittedly a sense of national identity developed after the achievement
of independence but by then nationalism had a rather different and less
distinctive function." (pp. 6-7).<br />
<br />
<hr width="40%" />
"These general remarks have served to define and narrow down the
area of investigation. I am concerned with significant political
movements, principally of opposition, which seek to gain or exercise
state power and justify their objectives in terms of nationalist
doctrine. This still covers a large number of political movements and it
is necessary to subdivide them. To do so one requires some principle of
classification.<br />
"Classifications are simply sets of interrelated definitions.
Utility is their justification. There are numerous ways of classifying
nationalism....<br />
"The concern here is with nationalism as a form of politics,
primarily opposition politics. This suggests that the principle of
classification should be based on the relationship between the
nationalist movement and the existing state. Very broadly, a nationalist
opposition can stand in one of three relationships to the existing
state. It can seek to break away from it, to take it over and reform it,
or to unite it with other states. I call these objectives separation,
reform and unification.<br />
"In addition the state to which such a nationalist movement is
opposed may or may not define itself as a nation-state. If it does,
conflict may arise between governmental and opposition nationalisms,
conflict which cannot occur when the state does not define itself as a
nation-state. The position of a nationalist opposition having to counter
governmental nationalism is fundamentally different from that of one
which does not.<br />
"These distinctions yield six classes, which are set out here with examples for each class:<br />
<center>
<table bgcolor="white" border="0" cellpadding="4" cellspacing="4" frame="">
<tbody>
<tr>
<td><br /></td>
<td><b><i>(Opposed to)</i></b> <i><b>Non-nation states <span style="font-size: xx-small;"><sup>a</sup></span></b></i></td>
<td><b><i>(Opposed to) </i></b><i><b>Nation states <span style="font-size: xx-small;">1</span></b></i></td>
</tr>
<tr>
<td><b>Separation</b></td>
<td>Magyar, Greek, Nigerian</td>
<td>Basque, lbo</td>
</tr>
<tr>
<td><b>Reform</b></td>
<td>Turkish, Japanese</td>
<td>Fascism, National Socialism</td>
</tr>
<tr>
<td><b>Unification</b></td>
<td>German, Italian</td>
<td>Arab, Pan-African</td>
</tr>
</tbody></table>
</center>
"(a) A rather clumsy term but I can think of nothing better" (pp. 11-12).<br />
<i> 1) EDITOR'S NOTE: The bracketed text was added in the Second
Edition of Breuilly's text (1992). I have included it here in the hope
that it will make the author's distinctions a little more clear. The
remainder of the text quoted here is drawn from the 1985 edition.</i><br />
<div align="left">
<b>Breuilly, John. <a href="http://www.nationalismproject.org/books/a_b.htm#Anchor-Breuilly-63488" target="_top">Nationalism and the State</a>. Chicago: University of Chicago Press, 1985. </b><br />
</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5611309003095531239.post-20497818457089496012019-10-22T12:49:00.002-07:002019-10-22T12:51:32.699-07:00Scientific research on how to teach critical thinking contradicts education trends<h1 class="article-h">
</h1>
<a href="https://hechingerreport.org/scientific-research-on-how-to-teach-critical-thinking-contradicts-education-trends/">https://hechingerreport.org/scientific-research-on-how-to-teach-critical-thinking-contradicts-education-trends/</a><br />
<br />
Critical thinking is all the rage in education. Schools brag that they
teach it on their websites and in open houses to impress parents. Some
argue that critical thinking should be the primary purpose of education
and one of the most important skills to have in the 21st century, with
advanced machines and algorithms replacing manual and repetitive labor.<br />
<br />
But a fascinating review of the scientific research on how to teach
critical thinking concludes that teaching generic critical thinking
skills, such as logical reasoning, might be a big waste of time.
Critical thinking exercises and games haven’t produced long-lasting
improvements for students. And the research literature shows that it’s
very difficult for students to apply critical thinking skills learned in
one subject to another, even between different fields of science.<br />
<br />
<span style="font-size: small;"><span style="font-family: sans-serif; left: 89.6822px; top: 426.271px; transform: scalex(1.12307);">download report PDF here</span></span><br />
<span style="font-size: small;"><span style="font-family: sans-serif; left: 89.6822px; top: 426.271px; transform: scalex(1.12307);"></span></span><a href="https://education.nsw.gov.au/our-priorities/innovate-for-the-future/education-for-a-changing-world/media/documents/exar/How-to-teach-critical-thinking-Willingham.pdf" target="_blank"><span style="font-size: small;"><span style="font-family: sans-serif; left: 89.6822px; top: 426.271px; transform: scalex(1.12307);">How to Teach Critical Thinking</span></span></a><br />
<span style="font-size: small;"><span style="font-family: sans-serif; left: 89.6822px; top: 426.271px; transform: scalex(1.12307);"> </span></span> Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5611309003095531239.post-70561215576496434702019-10-22T12:42:00.001-07:002019-10-22T12:42:13.041-07:00The Five Types of Trump Voters: Who They Are and What They Believe<a href="https://www.voterstudygroup.org/publication/the-five-types-trump-voters">https://www.voterstudygroup.org/publication/the-five-types-trump-voters</a><br />
<br />
<div class="grayBox">
<strong>Key Findings</strong><br />
<ul>
<li>This analysis finds five unique clusters of Trump voters:
American Preservationists (20%), Staunch Conservatives (31%),
Anti-Elites (19%), Free Marketeers (25%), and the Disengaged (5%)</li>
<li>There
is no such thing as “one kind of Trump voter” who voted for him for one
single reason. Many voted with enthusiasm for Trump while others held
their noses and voted against Hillary Clinton.</li>
<li>Trump voters hold
very different views on a wide variety of issues including immigration,
race, American identity, moral traditionalism, trade, and economics.</li>
<li>Four
issues distinguish Trump voters from non-Trump voters: attitudes toward
Hillary Clinton, evaluations of the economy, views about illegal
immigration, and views about Muslim immigration.</li>
</ul>
</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5611309003095531239.post-39282235769903643362019-10-22T12:41:00.000-07:002019-10-22T12:41:01.718-07:00Swiss identity smells like chocolate: Social identity shapes olfactory judgments<a href="https://www.nature.com/articles/srep34979" target="_blank">https://www.nature.com/articles/srep34979 </a><br />
<br />
There is extensive evidence that social identities can shape people’s
attitudes and behavior, but what about sensory judgments? In two
experiments, we presented Swiss and non-Swiss participants with the odor
of chocolate, for which Switzerland is world-famous, and a control odor
(popcorn). Swiss participants primed with Swiss identity reported the
odor of chocolate (but not popcorn) as more intense than non-Swiss
participants (Experiments 1 and 2) and than Swiss participants primed
with individual identity or not primed (Experiment 2). The self-reported
intensity of chocolate smell tended to increase as identity
accessibility increased—but only among Swiss participants (Experiment
1). These results suggest that identity priming can counter-act classic
sensory habituation effects, allowing identity-relevant smells to
maintain their intensity after repeated presentations. This suggests
that social identity dynamically influences sensory judgment. We discuss
the potential implications for models of social identity and
chemosensory perception.<br />
<br />
<a href="https://www.nature.com/articles/srep34979" target="_blank"><span style="font-size: x-large;">article here... </span></a>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5611309003095531239.post-7749608125050304932019-10-22T12:38:00.003-07:002019-10-22T12:38:55.828-07:00Self-Paced Courses<a href="https://www.gilderlehrman.org/programs-and-events/self-paced-courses">https://www.gilderlehrman.org/programs-and-events/self-paced-courses</a><br />
<br />
<br />
<b>African American History since Emancipation (Self-Paced Course)</b><br />Follow the African American struggle to achieve full citizenship in the aftermath of legal slavery, from the rise of Jim Crow to modern-day campaigns against racial injustice. Led by Professor Peniel Joseph, University of Texas at Austin<br /><br /><b>Amazing Grace (Self-Paced Course)</b><br />Discover the writers and reformers of the 17th, 18th, and 19th centuries whose passionate poems, sermons, fiction, songs, and slave narratives formed the vanguard of a movement to end American slavery. Led by Professor James Basker, Barnard College.<br /><br /><b>American Immigration History (Self-Paced Course)</b><br />Explore the struggles and achievements of major groups who journeyed to a new home in the United States, including Irish, Italian, Jewish, Asian, and Latino Americans. Led by Professor Vincent Cannato, University of Massachusetts, Boston.<br /><br /><b>Alexander Hamilton's America (Self-Paced Course)</b><br />Explore Hamilton's life and legacy, including his formative years, his friends and foes, and his role in the Revolution and in the American economic system. Led by Professor Carol Berkin of Baruch College, in conversation with eminent guest scholars.<br /><br /><b>American Indian History (Self-Paced Course)</b><br />Join a broad and deep exploration of American Indian history through a series of case studies, including early encounters, the Lewis and Clark expedition, and persistence in the face of government expansion, removal, and assimilation policies. Led by Professor Colin Calloway, Dartmouth College.<br /><br /><b>Black Writers in American History (Self-Paced Course)</b><br />Examine the writing of African American poets, novelists, and essayists – including Frederick Douglass, W. E. B. Du Bois, Zora Neale Hurston, James Baldwin, Toni Morrison, and Ta-Nehisi Coates - and considers how their perspectives have shaped history for all Americans. Led by Professor John Stauffer, Harvard University.<br />
<br />
<a href="https://www.gilderlehrman.org/programs-and-events/self-paced-courses" target="_blank"><span style="font-size: x-large;">and more...</span></a>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5611309003095531239.post-27682846115455586152019-10-21T06:32:00.001-07:002019-10-21T06:32:36.471-07:00What Teaching Ethics in Appalachia Taught Me About Bridging America’s Partisan Divide<div class="separator" style="clear: both; text-align: center;">
<a href="https://static.politico.com/dims4/default/d60064b/2147483647/resize/1680x/quality/90/?url=https%3A%2F%2Fstatic.politico.com%2F27%2F57%2Ff8a237f74c268034270ef411aeba%2Fmandery-update.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="577" data-original-width="800" height="230" src="https://static.politico.com/dims4/default/d60064b/2147483647/resize/1680x/quality/90/?url=https%3A%2F%2Fstatic.politico.com%2F27%2F57%2Ff8a237f74c268034270ef411aeba%2Fmandery-update.jpg" width="320" /></a></div>
<i><span style="color: #990000;">My class is modeled on one created by Michael Sandel, a charismatic, political philosopher who has taught “Justice” to more than 15,000 Harvard undergraduates. It’s the perfect vehicle for learning about people’s political values. The syllabus pairs readings in classic philosophy—John Stuart Mill, Immanuel Kant, Aristotle, John Rawls—with modern policy dilemmas including abortion, affirmative action and hate speech.</span></i><br />
<br />
<i><span style="color: #990000;">If Americans are serious about reducing polarization, they’re going to have to start doing some careful listening, because what Jackson is saying has very little to do with what we say he’s saying.<br /><br />If one looks—and listens—carefully, a consensus reveals itself across a wide diversity of fields on the importance and untapped power of listening. The names and nuances of these approaches to careful listening differ, but they share two basic qualities.<br /><br />Curious things start to happen to people when they listen generously. At the most superficial level, one hears things that he or she might not like. But one also hears the sincerity of people’s convictions, the authenticity of their experiences, and the nuance of their narratives. Being open is transformative because, almost inevitably, one finds that the stories they’ve been told about what people believe oversimplify reality. </span></i><br />
<br />
<a href="https://www.politico.com/magazine/story/2019/10/13/america-cultural-divide-red-state-blue-state-228111">https://www.politico.com/magazine/story/2019/10/13/america-cultural-divide-red-state-blue-state-228111</a>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5611309003095531239.post-45715227316597263642019-03-02T08:55:00.003-08:002019-03-02T08:56:23.853-08:00How to Think about War: An Ancient Guide to Foreign PolicyJohanna Hanink, associate professor of classics at Brown University, talks about her book <i><b>How to Think about War: An Ancient Guide to Foreign Policy</b></i>, published by Princeton University Press. She has selected, translated, and introduced key speeches from Thucydides's History of the Peloponnesian War. From the "Ancient Wisdom for Modern Readers" series<br />
<br />
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-FBpO1vegmZE/XHq0L-wte0I/AAAAAAAAIkY/WLSR6zV_6AAkiGsEbHb4KRkAcCzUZNq3QCLcBGAs/s1600/pericles.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="243" data-original-width="376" height="206" src="https://2.bp.blogspot.com/-FBpO1vegmZE/XHq0L-wte0I/AAAAAAAAIkY/WLSR6zV_6AAkiGsEbHb4KRkAcCzUZNq3QCLcBGAs/s320/pericles.PNG" width="320" /></a></div>
<br />
<br />
--<br />
<iframe allowfullscreen="" height="90" mozallowfullscreen="" msallowfullscreen="" oallowfullscreen="" scrolling="no" src="//html5-player.libsyn.com/embed/episode/id/8777684/height/90/theme/custom/thumbnail/yes/direction/backward/render-playlist/no/custom-color/3a45a9/" style="border: none;" webkitallowfullscreen="" width="100%"></iframe>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5611309003095531239.post-57893095211043960582019-02-23T07:28:00.001-08:002019-02-23T07:28:55.147-08:00Teaching the Skill of Learning to Learn<span style="font-size: x-small;"><span style="color: #cc0000;">For a long time, colleges and universities have dismissed the skill
of learning as mere study skills. But there’s growing interest in giving
students a richer sense of how to gain knowledge. After all, one of the
constants of the modern world is dramatic change. That makes the
ability to acquire new skills crucial, and the faster someone can learn a
new area of expertise, the better they’ll do in college -- and their
career.</span></span><br />
<br />
<span style="font-size: x-small;"><span style="color: #cc0000;">
Some colleges and universities have been pushing the skill of
learning, and professors at those institutions are encouraged to teach
students not only content and skills but also how to learn. </span></span><br />
<a href="https://www.insidehighered.com/advice/2019/02/19/advice-faculty-members-how-teach-students-how-learn-opinion">https://www.insidehighered.com/advice/2019/02/19/advice-faculty-members-how-teach-students-how-learn-opinion</a><br />
<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5611309003095531239.post-61822939545867105852019-02-23T07:13:00.001-08:002019-02-23T07:26:48.355-08:00Carnegie Council Lesson Plan Ideas<a href="https://www.carnegiecouncil.org/education/002">https://www.carnegiecouncil.org/education/002</a><br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://4.bp.blogspot.com/-TwAXh7LdPG0/XHFi-ZkjRxI/AAAAAAAAIjg/rSqkDsLtxJ8rFzJTB6p4ovJB4sSk2ALhgCLcBGAs/s1600/carnegie.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="480" data-original-width="868" height="220" src="https://4.bp.blogspot.com/-TwAXh7LdPG0/XHFi-ZkjRxI/AAAAAAAAIjg/rSqkDsLtxJ8rFzJTB6p4ovJB4sSk2ALhgCLcBGAs/s400/carnegie.PNG" width="400" /></a></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5611309003095531239.post-91989934524502049142018-11-27T19:47:00.003-08:002018-11-27T19:47:55.388-08:00Education and moral purpose have parted ways<h1 class="content-item__title">
How Professors Ceded Their Authority</h1>
<br />
<a href="https://www.chronicle.com/article/How-Professors-Ceded-Their/245133?cid=wsinglestory_hp_1">https://www.chronicle.com/article/How-Professors-Ceded-Their/245133?cid=wsinglestory_hp_1</a>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5611309003095531239.post-30548041582931881432018-11-19T13:07:00.001-08:002018-11-19T13:07:56.199-08:00YourMorals.OrgCollaboration among social psychologists who study morality and
politics. Goal is to create a site that allows to test a variety of theories about moral
psychology. One of our main goals is to foster understanding across the
political spectrum. <br />
<br />
Current studies and questionnaires...<br />
<br />
<br />
<a href="https://www.yourmorals.org/index.php">https://www.yourmorals.org/index.php</a>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5611309003095531239.post-33219822842331921892018-11-19T06:26:00.000-08:002018-11-19T06:26:05.650-08:00the Presidency resources<a href="https://millercenter.org/president">https://millercenter.org/president</a><br /><a href="http://www.ushistory.org/gov/7a.asp">http://www.ushistory.org/gov/7a.asp</a><br /><a href="https://www.c-span.org/series/?thePresidency">https://www.c-span.org/series/?thePresidency</a><br /><a href="https://www.pbs.org/wgbh/americanexperience/collections/presidents/">https://www.pbs.org/wgbh/americanexperience/collections/presidents/</a>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5611309003095531239.post-69036778181991852582018-11-05T05:22:00.003-08:002018-11-05T05:22:35.099-08:00Citizen UniversityCitizen University works with a national array of partners to help
Americans cultivate the values, systems knowledge, and skills of
effective citizenship. <br />
<br />
<a href="https://www.citizenuniversity.us/">https://www.citizenuniversity.us/</a>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5611309003095531239.post-87314702886879954262018-10-13T08:49:00.000-07:002018-10-13T08:49:00.349-07:00How to create a Syllabus<a href="https://www.chronicle.com/interactives/advice-syllabus">https://www.chronicle.com/interactives/advice-syllabus</a><br />
<br />
<img alt="" height="105" src="data:image/png;base64,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" width="320" />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5611309003095531239.post-1375430110492928032018-08-07T10:37:00.001-07:002018-08-07T10:37:02.285-07:00How to tell the difference between persuasion and manipulation <blockquote class="tr_bq">
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<i><span style="color: #990000;">What makes an influence manipulative and what makes it wrong are the
same thing: the manipulator attempts to get someone to adopt what the
manipulator <em>herself</em> regards as an inappropriate belief, emotion or other mental state. In this way, manipulation resembles lying. </span></i></blockquote>
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<a href="https://epsilon.aeon.co/images/6c085087-c09c-4790-9cd0-18ab14fb5427/idea_sized-40c88ee0-0dac-419c-b024-28b09dbc7c6b_lg.jpg" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="480" data-original-width="800" height="120" src="https://epsilon.aeon.co/images/6c085087-c09c-4790-9cd0-18ab14fb5427/idea_sized-40c88ee0-0dac-419c-b024-28b09dbc7c6b_lg.jpg" width="200" /></a></div>
<br />
<a href="https://aeon.co/ideas/how-to-tell-the-difference-between-persuasion-and-manipulation">https://aeon.co/ideas/how-to-tell-the-difference-between-persuasion-and-manipulation</a>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5611309003095531239.post-47373158894802172892018-06-23T05:38:00.002-07:002018-06-23T05:41:53.188-07:00Quiz: How well can you tell factual from opinion statements?<div class="separator" style="clear: both; text-align: center;">
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<a href="https://4.bp.blogspot.com/-cutioR7mkWs/Wy5AA__DfAI/AAAAAAAAIWU/fzO4jlNgMAwzftp0fJ6fhpl2j6F_Ix0EQCLcBGAs/s1600/pew%2Bquiz.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="280" data-original-width="646" height="138" src="https://4.bp.blogspot.com/-cutioR7mkWs/Wy5AA__DfAI/AAAAAAAAIWU/fzO4jlNgMAwzftp0fJ6fhpl2j6F_Ix0EQCLcBGAs/s320/pew%2Bquiz.PNG" width="320" /></a></div>
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<br />
<a href="http://www.pewresearch.org/quiz/news-statements-quiz/">http://www.pewresearch.org/quiz/news-statements-quiz/</a><br />
<br />
<a href="http://www.journalism.org/2018/06/18/distinguishing-between-factual-and-opinion-statements-in-the-news/">http://www.journalism.org/2018/06/18/distinguishing-between-factual-and-opinion-statements-in-the-news/</a>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5611309003095531239.post-26075467580765512102018-06-16T09:36:00.002-07:002018-06-23T05:22:09.968-07:00How much do you know about American Slavery? <br />
Research conducted by SPLC in 2017 shows that we, as a nation, are
failing to adequately teach the hard history of American slavery.
Wondering how your knowledge stacks up? Take this six-question quiz...<br />
<br />
<a href="https://www.splcenter.org/data-projects/how-much-do-you-know-about-american-slavery">https://www.splcenter.org/data-projects/how-much-do-you-know-about-american-slavery</a>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5611309003095531239.post-20142230920621996852018-06-16T07:43:00.001-07:002018-06-16T07:43:35.045-07:00Playing By the Rules: Ethics at Work<div class="separator" style="clear: both; text-align: center;">
<a href="https://image.pbs.org/contentchannels/3715/hvGVHnm3pVAP1pMKEEQKTg.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="400" data-original-width="800" height="100" src="https://image.pbs.org/contentchannels/3715/hvGVHnm3pVAP1pMKEEQKTg.png" width="200" /></a></div>
Ethics play a major role in contemporary business practices. From
debating whether or not to act on insider information, choosing between
employee wellbeing or shareholder obligations, or disclosing a rare but
potentially fatal side effect of a newly manufactured drug—ethical
decision making is a critical skill. But even the most moral character
can be influenced in ethical gray areas.
<br />
<br />
<a href="https://www.wliw.org/programs/playing-rules-ethics-work/">https://www.wliw.org/programs/playing-rules-ethics-work/</a>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5611309003095531239.post-87764606031839023122018-06-04T14:25:00.000-07:002018-06-04T14:25:31.760-07:00The hypocritical nature of reaction to political bias<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-xQ-B7OybRT4/WxWt9sxFxII/AAAAAAAAIV4/VrTYQlRtssoVOldr87bT43PrUb0VNoxLACLcBGAs/s1600/republican-democrat-donkey-elephant-american-flag.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="460" data-original-width="702" height="130" src="https://3.bp.blogspot.com/-xQ-B7OybRT4/WxWt9sxFxII/AAAAAAAAIV4/VrTYQlRtssoVOldr87bT43PrUb0VNoxLACLcBGAs/s200/republican-democrat-donkey-elephant-american-flag.jpg" width="200" /></a></div>
<i>ingroup-harming biased messages/acts are considered more serious and are more likely to warrant corrective action...</i><br />
<br />
<i>Liberals in the United States decry the bias of Fox News, while conservatives decry the bias of the New York Times. But new research suggest that partisans do not care much about political neutrality.<br /><br />The study, published in PLOS One, found that partisan mostly cared about political bias that harmed their own side. </i><br />
<br />
The research:<br />
<a href="http://journals.plos.org/plosone/article?id=10.1371/journal.pone.0196674">http://journals.plos.org/plosone/article?id=10.1371/journal.pone.0196674</a><br /><br />The friendly explanation:<br />
<a href="http://www.psypost.org/2018/05/political-partisans-not-really-concerned-political-bias-per-se-51325">http://www.psypost.org/2018/05/political-partisans-not-really-concerned-political-bias-per-se-51325</a>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5611309003095531239.post-50692430423777225142018-06-04T09:00:00.000-07:002018-06-04T09:00:44.779-07:00What Makes a Good Teacher?<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-loXJ2Cx__oE/WxVHLbT0jLI/AAAAAAAAIVo/BVdkjtWGD9s6o3kaAfiHCORH8cWrdWFPwCLcBGAs/s1600/teacher.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" data-original-height="481" data-original-width="771" height="248" src="https://3.bp.blogspot.com/-loXJ2Cx__oE/WxVHLbT0jLI/AAAAAAAAIVo/BVdkjtWGD9s6o3kaAfiHCORH8cWrdWFPwCLcBGAs/s400/teacher.PNG" width="400" /></a></div>
<span style="color: #990000;"><a href="https://www.chronicle.com/article/What-Makes-a-Good-Teacher-/236657" target="_blank"><i><span style="font-size: large;">We may never be as funny, approachable, or creative as our favorite teachers. But simply by recognizing those traits as desirable, we can become more approachable, creative, and, yes, funnier than we would be otherwise. </span></i></a></span><br />
<br />
<a href="https://www.chronicle.com/article/What-Makes-a-Good-Teacher-/236657" target="_blank"><span style="font-size: x-small;"><span style="color: purple;"><i>https://www.chronicle.com/article/What-Makes-a-Good-Teacher-/236657 </i></span></span></a>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5611309003095531239.post-32471687599279460052018-05-30T11:45:00.000-07:002018-05-30T11:45:07.531-07:00Political Polarization Is A Psychology Problem<span style="color: #cc0000;"><i>This discord worries me as a psychologist, not only for the stress it
causes, but because it smacks of a social psychology phenomenon known as
“group polarization.” In group polarization, people who have different
views become reactionary and disagree with one another in a knee jerk
response because they have identified so strongly with their “team” or
in group. Thus, they begin to automatically reject any ideas associated
with the “opponent,” or the out group. This can create a vicious circle
in which the more we dislike a certain group, the more negatively we
judge whatever they have to say ― and the more negatively we judge their
statements, the more we dislike them, and the more we dislike them, the
more negatively we judge their statements. Round and round we go. </i></span><br />
<br />
<a href="https://www.huffingtonpost.com/entry/political-polarization-is-a-psychology-problem_us_5a01dd9ee4b07eb5118255e5">https://www.huffingtonpost.com/entry/political-polarization-is-a-psychology-problem_us_5a01dd9ee4b07eb5118255e5</a>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5611309003095531239.post-79007968905558748552018-05-26T05:31:00.005-07:002018-05-26T07:05:44.684-07:00What Money Can't Buy<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-oMiH7xAtzR4/WwlTiqH3LxI/AAAAAAAAIUg/dBLC2U0Q6S0nNkPujKtxMCg207jO7XzQwCLcBGAs/s1600/poster-hands-RGB-web.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" data-original-height="1125" data-original-width="750" height="200" src="https://2.bp.blogspot.com/-oMiH7xAtzR4/WwlTiqH3LxI/AAAAAAAAIUg/dBLC2U0Q6S0nNkPujKtxMCg207jO7XzQwCLcBGAs/s200/poster-hands-RGB-web.jpg" width="133" /></a></div>
<a href="https://www.ineteconomics.org/perspectives/videos/what-money-cant-buy">https://www.ineteconomics.org/perspectives/videos/what-money-cant-buy</a><br />
<br />
Harvard
Professor Michael Sandel leads twelve exceptional college students from
around the world in asking where markets serve the public good, and
where they don’t belong. Sandel and his students look at different types
of markets—from selling kidneys to selling votes—to better understand a
society in which everything, it seems, is for sale. Unknownnoreply@blogger.com0