Tuesday, April 25, 2017

A who's who of realism today

The  list of names from the colloquium "Things in Themselves: Metaphysics and Realism Today" essentially has every philosopher you ought to know about if you are studying the moment of realism, metaphysics, and contemporary speculative philosophy today.

There are some papers in English (Brassier, among others) - as well as many questions - in English, for those of you who do not speak French.

Full playlist on YouTube HERE.

Sunday, April 23, 2017

Tense Bees and Shell-Shocked Crabs: Are Animals Conscious? (NDPR review)

Michael Tye, Tense Bees and Shell-Shocked Crabs: Are Animals Conscious?, Oxford University Press, 2017, 256pp., $29.95 (hbk), ISBN 9780190278014.
Reviewed by Colin Klein, Macquarie University

Most of us are willing to accept that some nonhuman animals are conscious. Primates and dogs are an easy sell. Once upon a time, it was also easy to draw the line at mammals. The past few decades have revealed surprising complexity and intelligence among vertebrates like fish and birds, however, and even the higher invertebrates such as the octopus. More recently, cautious claims have appeared on behalf of simpler invertebrates like insects and crabs. Yet does the cleverness of the honeybee really give us reason to think that it has phenomenal consciousness?

Michael Tye argues for the affirmative. Arguing from straightforward principles, he comes to the conclusion that consciousness is widespread. Along the way, he marshals an impressive array of empirical evidence,...


Friday, April 21, 2017

First review of Speculative Realism: An Epitome comes in

The review is objective in tone and very nicely summarizes what the books is about, what it does, and what its merits and shortfalls are. Overall a positive review, I am glad to report.

Review can be found HERE.



Friday, April 14, 2017

A humble attempt to introduce the philosophy of Nick Land...


Craig H. at Southern Nights blog (formerly Social Ecologies blog) has posted a very good collection of posts regarding a number of varied but centrally related topics concerning the philosophy of Nick Land. I am not sure how to pin a post, however even for my own personal interest I am going to make my way through all of the below posts (I've read closely just a few of them). It will take you (and me) some time to read and digest; although I must say that, oh, probably for the past month or so I've been curiously hovering around Land's ever-entertaining Twitter account, and his own blog Outside In (linked below) has been a long-time friend in my Feedly blog subscription app.

In what follows there is perhaps a gushing over Land's philosophy as much as an introduction, yet, it cannot go unsaid that at least in my humble opinion, his work is more enticingly interesting than anything going on today in contemporary Continental philosophy. This is not to say I take it all as true. But I do take it as absolutely fascinating and compelling. There are some very interesting ideas at work.

Let me also say this: in the posts below you'll read much about the CCRU, Accelerationism, as well as Nick Land (my favorite), and lots of other "intense" or "at the fringe things." It's justified, as that is what philosophy at its best does. But be prepared, because it all turns out to be philosophy-on-the-edges, probing time and what is real through "untimely meditations" so-to-speak, revealing an unknown as unknown. The Real. Call it what you want. What Land uncovers is not for the faint-hearted.  Thus, pretty dark stuff.

Land is indeed a genius of our time, though he is also "ahead" of our time (whatever "time" might mean - you'll see when you read the posts). Everything Craig has covered here is absolutely fascinating (again, reiterate: whether much of it is "true" is another story). Nonetheless, if one wants an education in Land's outlook, read closely the below.

So, over the next week or so I shall work my way through Craig's posts as a guide (no pressure, Craig). So far, though, if through these posts you want to know what's coming in discovering what Land is all about, imagine his philosophy something like Nietzsche, Schopenhauer, Cioran, Freud, Deleuze, and Bataille  mixed in a hyperstitious synthetic steroid cocktail of accelerationism, cyberpunk culture, NrX, Dark Enlightenment, CCRU, and discussion about something called "time wars" and "Studio Reality." Dizzying, but fun - we'll be dancing at the asylum, and that's a good thing .

The Awl blog puts everything rather succinctly:
Philosophically, the nineties iteration of Land was one of the most significant modern descendants of the sceptical and nihilist tradition in Western philosophy. Like his heroes, Nietzsche and Bataille, he was unremittingly hostile to the liberal Enlightenment philosophy of Immanuel Kant, which he saw as a failed attempt at replacing God with sacralized reason following the collapse of religion as source of philosophical certainty. Once set free from this religious cage, however, thought proceeded to demolish reason as well as any other claims to truth; for Land, Enlightenment notions of rationality, free will, and selfhood were naïve efforts to save human consciousness (what he called the “Human Security System”) from being overwhelmed by the senseless and inhuman chaos of the universe — Lovecraft’s “shadow-haunted Outside” — whose truth was accessible only through the communions of art, death, ritual, and intoxication (of which Land enthusiastically partook). 
Land’s greatest legacy was a philosophy now known as “Accelerationism,” a heady cocktail of nihilism, cybernetic Marxism, complexity theory, numerology, jungle music, and the dystopian sci-fi of William Gibson and Blade Runner. Land identified the critique that progressively dissolved all claims to truth as the philosophical correlate of a capitalist economic system locked in constant revolutionary expansion, moving upwards and outwards on a trajectory of technological and scientific intelligence-generation that would, at the limit, make the leap from its human biological hosts into the great beyond. For Land, as for Nietzsche, the death of God results ultimately in the desire to be destroyed, with capitalism the agent of this destruction.
To conclude, alongside Land one may wish to read his book on Bataille, something I am going to try to help me get at Land's core ideas - (and a decisive interpretation on my part of how exactly one ought to interpret and take away Bataille's conclusions determines what Land will look like for you; just like in Hegel, it depends what of Hegel one takes) - this seems to be in order for me, after I finish my re-read of Land's edited writings (1987-2007) within Fanged Noumena. Though, I may order his book on Bataille. We'll see.

(From a fellow blogger who understands how time consuming it is to produce such things, thanks to Craig for writing such lengthy detailed posts - some of which I'll put below.)

Link, link, link...cognitive labor...ugh...but work your way through and become amazed. Here we go:




Wednesday, April 12, 2017

Free-writing a pensive post (Part 3b of 3)

In the last post of this series, HERE, I discussed how things had been going for my health during the last few months.  If you've been following along Part 1 is HERE, Part 2 HERE, and Part 3a HERE. Ironic, maybe, that just recently, actually, I followed up with the heart doc three months after the cardiac ablation surgery. So far so good.  And I am feeling much better.  Now on to thinking about total hip replacement.

In this post I'd like to update my readers on my academic plans, specifically my teaching but also discuss some of this past year's research.

My first First Year Writing Seminar "Meaning of Life" proved interesting.  I've always enjoyed mentoring students and so when asked if I'd be interested to teach FYWS again for fall 2017 I of course agreed.  The theme I created is "An Inquiry into the Good" which seeks to answer the question, "What makes a life a good life?" My Chair was informed by the approving Dean of Humanities that the course sounded so interesting that even she'd like to sign up - so I must be doing something right!  Very excited to teach that.  Here is the course description:
What is “the good life?” Is it having money, success, fame, or power? What is “good,” anyway? Does goodness consist in being just or truthful, in partaking in acts of kindness and beauty? Or is goodness simply what is pleasurable and thus a material matter? What if it were argued that the good we all seek is, of course, happiness. This then begs the question: what is happiness? Is being happy always good, and does goodness necessarily involve happiness? This course explores two interrelated questions: “What makes for a good life?” and “What is happiness?” The course overall conceives of goodness and happiness – whatever those terms might mean – as first and foremost a matter of self-exploration and self-realization. That is, goodness and happiness are both ideals and states to be realized and achieved. Students will read, critically interpret, and write about a wide range of philosophers who have something to say about the nature of a good life and happiness – philosophers including Socrates, Plato, Aristotle, Epicurus, Epictetus, Seneca, Augustine, Montaigne, Pascal, Nietzsche, and Schopenhauer, to name a few. In the course of engaging the writings of these philosophers students will have the opportunity to develop critical thinking, research, and writing skills.
Next on the agenda for fall 2017 is Existential Philosophy.  I'll be using Solomon's Existentialism text like usual but am also adding my Speculative Realism text in order to read the chapter on subject-at-center metaphysics.  Given that I am slated to teach a seminar in Phenomenology in the spring of 2018 I am hoping to use the SR text for both classes to get the most use out of it.  And finally for fall is Introduction to Philosophy (one of my favorite classes to teach, actually).

Spring semester has me slated for Ancient Greek philosophy, Introduction to Philosophy, and the seminar in Phenomenology (which I am still debating how best that'd be run).

Speculative Realism: An Epitome is now published.  I am glad that that project is over, for a multitude of reasons.  Probably the most pressing was just how politicized the available literature was, in addition to the sheer paucity of available, but also reputable, literature (meaning, there was hardly any). This made the book tremendously difficult to write.  I saw authors making 90 degree right turns to avoid mentioning this person or that person, or editors of online journals (graduate-student run and reviewed, mind-you) behaving like jerks on Twitter and hence compromising even ever hoping to achieve any semblance of trustworthiness or respectability for whatever they did publish on SR, and overall just ridiculousness that was so laughably bad that I couldn't even believe it was published online to begin with (Figure/Ground was especially terrible with repeatedly interviewing the same people over and over and over again, and one other journal that shall not be named were guilty of this but with the same authors appearing in each and every single issue. But said unnamed journal is just so repetitive in who publishes in it - most articles are within the bubble, and there is nothing new or informative about it. But, I think Figure/Ground is run by undergraduate students which, well, are we now quoting "journals" online run by newly declared philosophy majors?)

One strong case in point was how one of the very few authors who did manage to publish a book on the subject intentionally appeared to avoid using at all costs my interview with Iain Hamilton Grant while simultaneously complaining on Twitter that he was unable to locate a woefully outdated interview with Grant published in PLI over a decade earlier which he was hoping to use for his book. This was perplexing. Further, bowdlerized histories weren't uncommon in the other two books on the subject which were published, and this further frustrated my research.  So, I did what I could.

I saw on Twitter Urbanomic liken the situation to a broken-down abomination clawing its way back to momentary attention just to remind everyone  how it had already come and gone.  True. But also maybe there is another way to put it.  First, perhaps it could be described that in writing the book it would be as if I were showing around curious onlookers the crash site and decade-old remains of a once fancy airliner that had taken off for a flight but immediately had exploded over the runway just as its wheels left ground. The second way to put it (and this is to my own detriment) would be that there once was a conversation occurring in an ornately adorned lecture hall that over a few years happened to empty out.  But yet a decade later there I am in that room, long since abandoned, mumbling to those looking in from the hallway who had become curious hearing me as they passed by. I think this analogy explains why I sometimes feel as though this publication could have been better supplanted by my own thinking on a new topic.

Ah, before I forget. There was yet another comparison which had come to mind in writing the book.  So from the viewpoint of those who adamantly pound on the table and shout "It still exists! It still exists!" I thought: These are the 48 year-olds and their friends who were once star high-school quarter backs, but show up to today's games and shout from the sidelines how the game should be played.  They even attempt to climb over that chain-link fence separating the team from the crowd.  The sad part is, they're not even at their own high-school team's game, as that high-school shut down about ten years ago.

I'm weird, I know.  I just couldn't think of any other way to describe the experience of writing that book.

Anyway, the book-writing process is done and over with - the story told, and I move on to bigger and better things.

Other publications: I wrote something much more fun - a book chapter on the philosophical ecology of John William Miller.  Over winter break one year we had a reading group dedicated to Miller (who I discovered incidentally by reading an essay that Corrington had written about him).  That essay will be published in a book called Nature's Transcendence and Immanence, edited by Oh and Lawrence.  Given that the SR book took up so much time, and also battling my health, those were the only two big projects I could find time to publish. Although, I'd say that I managed to be fairly productive enough all things considered, as a book is no small feat.  And with the Miller/ecology chapter I was glad I could turn it over on time, as I know as a former book editor myself how time is of the essence.

Teaching went very, very well this past fall and currently has been going great (one can read about this semester's classes in the second post of this series).  Actually, it is hard to believe that the spring semester is nearly over.  It feels as though it just began!  That's a good thing, I think.  Great students - and I managed to nab two philosopher majors! Very cool. I was in charge of our "Exceptional Promise in Philosophy Award" which honors undeclared non-majors who have performed very well in our current philosophy classes this semester. It is a confidence boost for them and a good recruitment strategy. But I am honored to give out the award to some outstanding students.  In particular, Continental Philosophy went very well this term, against my expectations. In fact, many students in the class were prone to volunteer excellent examples and other ways in which something might said so everyone could comprehend the theory we happened to be discussing for the day.  Same with Environmental Philosophy and Intro.  Excellent, wonderful students.  I am indeed blessed.

In any case, now I am at the fun part of the crossroads which is determining where I go from here for my next research project.  Classes are set for fall and spring of next year: An Inquiry into the Good, Intro to Philosophy, and Existential Philosophy for fall; and then Ancient Greek Philosophy, Intro, and Phenomenology for spring.

I just need to decide what I'd like to accomplish research-wise next year, or at least what topics I'd be interested in exploring.  I really need to set a new and fresh direction.  Blaze a trail.  I will discuss that in the last post of this series, part "3c."


Tuesday, April 11, 2017

quote of the day

"Cosmic imbalance is the motor of reality."

- Nick Land

After Nature looks, nods in agreement, and gives a look of approval back to F.W.J. Schelling.

Friday, April 7, 2017

quote of the day

"Idealism is the soul of Philosophy; Realism is its body; only the two together constitute a living whole."

- F.W.J. Schelling

Thursday, April 6, 2017

quote of the day


"[W]e do not mean that metaphysics is one subordinate subject-matter within the subject-matter that is philosophy. The term 'metaphysics' is not analogous to the terms 'aesthetics'....'ethics' etc. It is not a subject-matter area...It is one of the functions of philosophy...."

- Justus Buchler, Metaphysics of Natural Complexes

Wednesday, April 5, 2017

music, music

Philadelphia dark-wave trio Blood Sound has an album "Too Much Sun and Not Enough Gloom" which is going to be the soundtrack for my writing/research this coming year.

Or, it's good to turn it up and dance alone to it in your bedroom during these dark times.

Tuesday, April 4, 2017

Land says it best yet again

Nick Land states, "First it collapses down to a partisan bubble with zero credibility beyond its own constituency. Then it dies."

Perfect. I am stealing this.

Comment section is awesome (note: at last count there were 160+ replies where most of what is said there is true).

http://www.xenosystems.net/twitter-cut/

Monday, April 3, 2017

Exceptional promise in philosophy

Each year our department awards to students a certificate of recognition for their hard work and demonstration of promise in a current philosophy class. So, if you are a student who is not a philosophy major but has performed extraordinarily well then you would be a candidate for this award.

We really don't have an official title for it yet - but last year it was called the "Excellence in Philosophy" certificate.  Each faculty member of our department selected the best non-majors in their classes and invited them to the ceremony/event to receive their award.

Receiving such an award that recognizes one's hard work, talent, and most of all "promise" boosts one's confidence.  My thought expressed to our department was that this was a good recruiting mechanism.  Student's who are told they have a talent for philosophy but are non-majors are more likely to major.  This in fact happened.

My thought this year was to re-title the award as the "Exceptional Promise in Philosophy Award."  It's a certificate,, but most of all it is recognition for that talent and promise that a non-major, or usually undeclared major freshmen/sophomore, would demonstrate in your class.  This would be the those one or two students who impress, who naturally seem to comprehend the ideas in play, and just through their academic excellence show promise in the field of philosophy.

I think it's nice too because when students receive the award it is indeed a big deal.  Their name is called, they come before a room full of people, and with a handshake we give them their certificate. It's a great moment for each student called, and it's a great moment for us faculty who are so proud of them.

Mathification (Galloway on Badiou + Updated)

Interesting post by Andrew Galloway. Visit his blog too, it's tremendous.

UPDATE: A former student of mine, now a graduate student at U of Memphis, mentioned he was using some mathematical proofs in his dissertation on - I want to say Badiou - but I know it is a critique of Meillassoux from a mathematical-ontological perspective.  In any case, the below by Galloway (again, please always visit the sites themselves, too) is remarkably clear.  If one does not know Badiou you'd get a very good general sense by reading Galloway's post. Wonderful.

----
Mathification
// Alexander R. Galloway

I've been returning frequently in recent weeks to that momentous section from Being and Event where Alain Badiou marshals all his poetic and persuasive powers. I refer to the important meditations Twenty-Six and Twenty-Seven and the "impasse of ontology" described therein, the crux of the book if not the crux of Badiou's project overall, with page 278 in the English edition containing perhaps the single most important paragraph in all of Badiou.

Badiou testifies in this section that the impasse of ontology was triggered world-historically by what he calls the "Cantor-Gödel-Cohen-Easton symptom," referring to the four mathematicians who together, in Badiou's assessment, have revealed a condition within mathematics, and hence also within ontology, that forces a choice (280). Cantor primarily and Cohen secondarily are the two most important figures for Badiou, particularly in Being and Event. Gödel figures a bit as well and Easton less so. Nevertheless Badiou combines these four figures into a single event within the history of mathematics. Badiou defines the event as an "errancy" or "excess of the state" over the situation (282). Such errancy mandates a subjective choice.
By what path does Badiou arrive at the impasse? It all begins with a query. "[I]s being intrinsically quantifiable? ... Is there thus an essential numerosity of being?" (265). The query is innocent enough. Is it always possible to compare two things quantitatively? Is it always possible to say that there is something that is larger than something else? Is there a concept of "larger than" from which to construct quantity or numerosity, and, if so, is there a concept of "larger than" in thought overall? The path to the impasse begins just like that, because (as will be explained in a moment) the simple numerosity of being, the simple notion that everything is intrinsically quantifiable and therefore relatable via the operation of "larger than"--this simple reality collapsed under the weight of Cantor-Gödel-Cohen-Easton.

The impasse can be defined both in socio-political terms as well as in mathematical terms. First, in socio-political, "the state of a situation is quantitatively larger than the situation itself" (273); now again mathematically, the power set is quantitatively larger than the original set. Badiou's word is "quantitatively," but do not be mislead, the nub is that the state is immeasurably larger than the situation itself, and thus qualitatively larger. Likewise the fact that a power set will always be larger than its original set is a way of saying that the numerosity of the power set qualitatively or indeed immeasurably exceeds the numerosity of the original set. This observation is perhaps insignificant or even illegible when considering finite sets, but, as Cantor showed, it becomes terribly important when considering transfinite sets.

But such claims are already too abstract. So what are some actual sets that might allow us to explore these claims, and even to approach Badiou's impasse directly? Mathematicians have a particular interest in certain kinds of sets, certain types of numbers that are important within number theory. For instance, one might consider the set of simple counting numbers like 1, 2, or 3, collectively called the natural numbers. Or one might wish to talk about the integers: 1, 2, 3, and so on, but also including zero and negative numbers like -1, -2, and -3. Or one might discuss all the fractional values like 1/2 or 15/16, these being the numbers expressible via a ratio of integers and thus gaining the title of rational numbers. Or one might wish to discuss an even more capacious category of numbers called the real numbers, those being the sum total of all of the above--the natural integers and the fractional rationals--plus everything else on the continuous number line, all the so-called irrational numbers like π that can not be written as a ratio of integers. The real numbers thus include integers like -2, fractions like 3/4, but also irrationals like π. And it turns out there are quite a lot of irrational numbers, an innumerable number of them in fact, even though only a few of them are commonly used in calculation.
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Such examples are not chosen at random, particularly the natural numbers and the real numbers. Indeed mathematicians have a special interested in these two particular sets. An examination of the cardinality of the two sets, that is, the size of the real numbers versus the size of the natural numbers, produces a startling result. Based on Cantor's innovations and his explorations into the size of infinite sets, mathematicians refer to the "infinite" size of the set of all natural numbers. But, at the same time, the set of all real numbers is also infinite. Cantor's startling discovery was that these two infinities are different. Even more astounding, Cantor showed that the two infinities are not simply different, they have a different size, that is, there is no way to map a one-to-one relationship between each natural number and each real number. The cardinality of the natural numbers is of a different magnitude than that of the real numbers. A seeming paradox ensues, for how can infinity exist in two different magnitudes? Nevertheless Cantor demonstrated that the infinite size of the natural numbers will always be smaller than the infinite size of the real numbers.

Of the many repercussions produced by Cantor's theory, consider just one, the simple act of counting. Since the natural numbers are by definition the counting numbers, natural infinity is, by extension, countable, at least in principle. Yet if real infinity has a larger cardinality than natural infinity, then real infinity is "larger than countable," or more simply uncountable, innumerable. In other words, there is no way--no practical way but no theoretical way either--of counting all of the real numbers. With what tools would they be countable, now that the natural numbers are exhausted? The real numbers are innumerable, and thus the two number sets are numerically incompatible.

As a consequence of these discoveries, Cantor proposed in 1878 what he called the Continuum Hypothesis. The Continuum Hypothesis says, in essence, that the cardinality of the natural numbers is different from the cardinality of the real numbers, with no other set of numbers between them. Thus the natural numbers have one kind of infinity, natural infinity, while the real numbers have a larger kind of infinity, real infinity. And these two different kinds of infinity have two different "sizes." (Although the question of size starts to lose its meaning in this context, which is one reason why Cantor preferred the notion of cardinality to that of size.) With the former, natural infinity, it is possible to make a one-to-one correspondence with the counting integers, and thus the former is "countable." With the latter, real infinity, such a correspondence is not possible, and thus real infinity is quite literally uncountable.

The Continuum Hypothesis gets its name from "the continuum," that more poetic monicker for the real number line. Still, the Continuum Hypothesis asserts an elemental dis-continuum, namely the insurmountable discontinuity between the natural and real numbers. According to the hypothesis no number exists between the cardinality of the natural numbers and the cardinality of the real numbers. According to Cantor, it is not possible to count continuously from the cardinality of the natural numbers "up" to the cardinality of the real numbers; a jump, is all, from one to the other. There exists a mathematical rift, as it were, a gap between numbers. (Cantor elegantly mapped this on to sets and their power sets, since the power set of the natural numbers will produce the real numbers, with an intermission between the two cardinalities.) More generally the hypothesis says--now following a looser interpretation--that there are two fundamental kinds of numbers, the natural kind and the real kind. These are not two different mathematics, as it were, but nevertheless two essentially different modes of number: natural and real with a fissure in between.

This impasse so captured Badiou's imagination that, as I have suggested, he structured Being and Event almost entirely around it, around what he called the errancy or the unmeasure of ontology. In Badiou's view Cantor unearthed "two regimes," mandating an "arbitrary decision" between them (278). In that momentous Meditation Twenty-Six, Badiou labeled this arbitrary decision a "wager" (pari) beyond the effectivity of known calculation. The English term wager does not entirely capture the meaning of Badiou's original pari. But the gist is that when calculation fails one is forced to gamble. One is obligated to make a choice, if not a leap of faith then a leap of faithfulness (fidélité). "A chasm opens" in the wake of Cantor, Badiou wrote, a chasm that requires "a conceptless choice" (280). If this sounds like existentialism, it should; Badiou is, in a sense, rewriting existentialism for a new age.

Yet, at this stage in Being and Event, Badiou has not yet turned to the work of Cohen in any real detail. Thus Badiou's "conceptless choice" is not a reference to the independence of the Continuum Hypothesis, at least not yet. There's something else, something within the hypothesis itself that provides Badiou with his initial fuel. The simple premise that the cardinality of the real numbers is qualitatively larger than the cardinality of the natural numbers--with no gradation between the two--this simple premise is enough to precipitate Badiou's "conceptless choice."

In the wake of the discoveries by these four mathematicians -- Cantor-Gödel-Cohen-Easton -- Badiou observed that "Being...is unfaithful to itself," and that, as a result, "quantity...lead[s] to pure subjectivity" (280). It is an astounding if not radical claim. Begin with quantity, with mathematical concepts; pursue their consequences far enough by following all the innovations of modern mathematics; and the result will be subjectivity. In other words, at some point Cantor's impasse will intrude, and one will encounter a point of decision, a point that is not quantifiable, a point that does not follow the succession of numbers. A yawning void will eventually open at the heart of mathematics, a void within mathematics, to be sure, but the consequence of mathematics nonetheless. And from out of this abyss, via the conceptless choice, the subject appears. The pursuit of quantity leads to subjectivity. In other words, math makes subjects. Such is the fundamental principle guiding all of Badiou's work as a philosopher. Its proper name shall be mathification.


Sunday, April 2, 2017

How For-Profit Colleges Sell 'Risky Education' To The Most Vulnerable : NPR

Listening to this on a replay this morning. The sad part is that the larger world of traditional universities and colleges are looking to for-profits for "better, more cost effective models" in running their schools which relies on tuition growth to cover costs.

http://www.npr.org/2017/03/27/521371034/how-for-profit-colleges-sell-risky-education-to-the-most-vulnerable

Saturday, April 1, 2017

"Resisting The Corporate University: What It Means To Be A 'Slow Professor'"

Interesting article on NPR 13.7 on a recent book which challenges the culture of speed and the corporatization of the academy, HERE.