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    • Conceptual genealogy for analytic philosophy – Part III.1: Genealogy as vindicatory or as subversive

      This is the sixth installment of the series of posts on my conceptual genealogy project.  Part I is here; Part II.1 is here; Part II.2 is here; Part II.3 is here; Part II.4 is here; a tentative abstract of 2 years ago, detailing the motivation for the project, is here. 

      In this post, I discuss in more detail the two main categories of genealogy that were mentioned in previous posts: vindicatory and subversive genealogies.

      ==============================

      III. Applications of genealogy

      In the spirit of the functionalist, goal-oriented approach adopted here, a pressing question now becomes: what’s the point of a genealogy? What kind of results do we obtain from performing a genealogical analysis of philosophical concepts? I’ve already mentioned vindication and subversion/debunking en passant along the way, but now it is time to discuss applications of genealogy in a more systematic way.[1]

      III.1 Genealogy as vindicatory or as subversive

      By now, it should be clear that genealogy is a rather plastic concept, one which can be (and has been) instantiated in a number of different ways. Craig offers a helpful description of a range of options:

      [Genealogies] can be subversive, or vindicatory, of the doctrines or practices whose origins (factual, imaginary, and conjectural) they claim to describe. They may at the same time be explanatory, accounting for the existence of whatever it is that they vindicate or subvert. In theory, at least, they may be merely explanatory, evaluatively neutral (although as I shall shortly argue it is no accident that convincing examples are hard to find). They can remind us of the contingency of our institutions and standards, communicating a sense of how easily they might have been different, and of how different they might have been. Or they can have the opposite tendency, implying a kind of necessity: given a few basic facts about human nature and our conditions of life, this was the only way things could have turned out. (Craig 2007, 182)

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    • Cricket References In Philosophical Writings

      By: Samir Chopra

      Many philosophers refer to the game of cricket in their writings. Reading one of these references never fails to give me—a lifelong cricket fan—a little start of pleasure. Many years ago, as I began my graduate studies in philosophy in New York City, I stumbled upon JL Austin while reading on speech acts for my philosophy of language class. I was delighted to note that Austin, in his discussion of performative utterances, provided the now-classic example of a cricket umpire saying "Out". I was a lonely graduate student then, and reading about cricket, even if only in the context of an academic discussion, was a small reprieve from that loneliness. I was happy to think that perhaps some of my fellow graduate students would want clarification about the example, which, of course, I would be only too happy to provide. (They didn't. They understood the example well enough from baseball: "steeerrrikkke! You're out!").

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    • Guest post from Mitchell Aboulafia: “A User’s Guide To Philosophy Without Rankings,” An Update and a Request

      Picture-298-1344308006Ten days ago a new site was launched, “A User’s Guide to Philosophy Without Rankings.”   The response to the site has been extremely rewarding.  Not only have there been thousands of visitors, people are using the Guide as I had hoped: they are visiting sites that are mentioned in the Guide to learn more about graduate programs, as well as the PGR.  A comment on Reddit’s philosophy page regarding the Guide sums up an important reason for the site:

      “Thank you so much.  I'm going to be applying next year and this is exactly what I'm looking for after I heard all of the controversy about the PGR.”

      I want to thank colleagues who have begun to send in resources to post on the site.  And I want to make a request: please send more!  Like the new philosophy wikis, the Guide is in part an aggregator of information.  The more information, the more helpful it can be.  Please do weigh in.  You can email me about the Guide at mitchell.aboulafia@manhattan.edu or leave a comment on the site.

      – Mitchell Aboulafia

    • Conceptual genealogy for analytic philosophy – Part II.4: Foucault on archeology and genealogy

      By Catarina Dutilh Novaes

      I am now back to working on my conceptual genealogy project; this post is the fifth installment of a series of posts on the project.  Part I is here; Part II.1 is here; Part II.2 is here; Part II.3 is here; a tentative abstract of 2 years ago, detailing the motivation for the project, is here. 

      In this section, I pitch genealogy against its close cousin archeology in order to argue that genealogy really is what is needed for the general project of historically informed analyses of philosophical concepts that I am articulating. And naturally, this leads me to Foucault. As always, comments welcome! (This is the first time in like 20 years that I do anything remotely serious with Foucault's ideas: why did it take me so long? Lots of good stuff there.)

      —————————————–

      I hope to have argued more or less convincingly by now that, given the specific historicist conception of philosophical concepts I’ve just sketched, genealogy is a particularly suitable method for historically informed philosophical analysis. In the next section, a few specific examples will be provided. However, and as mentioned above, I take genealogy to be one among other such historical methods, so there are options. Why is genealogy a better option than the alternatives? In order to address this question, in this section I pitch genealogy against one of its main ‘competitors’ as a method for historical analysis: archeology. Naturally, this confrontation leads me directly to Foucault. 

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    • The 10 Worst Things about Listicles

      by Eric Schwitzgebel

      10. Listicles destroy the narrative imagination and subtract the sublimity from your gaze.

      Whoa
      9. The numerosities of nature never equal the numerosity of human fingers.

      8. The spherical universe becomes pretzel sticks upon a brief conveyor.

      7. In every listicle, opinion subverts fact, riding upon it as upon a sad pony. (Since you momentarily accept everything you hear, you already know this.)

      6. The human mind naturally aspires to unifying harmonies that the listicle instead squirts into yogurt cups.

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    • Charlie Hebdo and the intolerant Enlightenment

      By Catarina Dutilh Novaes

      [UPDATE: It seems that my post is being interpreted by some as a criticism of  the Charlie Hebdo collaborators. Nothing could be further from the truth; I align myself completely with their Enlightenment ideals — so I'm intolerant too! — and in fact deem humor to be a powerful tool to further these ideals. Moreover, perhaps it is worth stressing the obvious: their 'intolerance' does not in any way justify their barbaric execution. It is not *in any way* on a par with the intolerance of those who did not tolerate their humor and thus went on to kill them.]

      I grew up in a thoroughly secular household (my father was a communist; I never had any kind of religious education). However, I did get a fair amount of exposure to religion through my grandmothers: my maternal grandmother was a practicing protestant, and my paternal grandmother was a practicing catholic. In my twenties, for a number of reasons, I became more and more drawn to Catholicism, or at least to a particular interpretation of Catholicism (with what can be described as a ‘buffet’ attitude: help yourself only to what seems appetizing to you). This led to me getting baptized, getting married in the Catholic church, and wearing a cross around my neck. (I have since then distanced myself from Catholicism, in particular since I became a mother. It became clear to me that I could not give my daughters a catholic ‘buffet’ upbringing, and that they would end up internalizing all the dogmas of this religion that I find deeply problematic.)

      At the same time, upon moving to the Netherlands in the late 90s, I had been confronted with the difficult relations between this country and its large population of immigrants and their descendants sharing a Muslim background, broadly speaking. At first, it all made no sense to me, coming from a country of immigrants (Brazil) where the very concept of being a ‘second-generation immigrant’ is quite strange. Then, many years ago (something like 13 years ago, I reckon) one day in the train, I somehow started a conversation with a young man who appeared to be of Arabic descent. I don’t quite recall how the conversation started, but one thing I remember very clearly: he said to me that it made him happy to see me wearing the catholic cross around my neck. According to him, the problem with the Netherlands is the people who have no religion – no so much people who (like me at the time) had a religion different from his own.* This observation has stayed with me since.

      Anyway, this long autobiographical prologue is meant to set the stage for some observations on the recent tragic events in Paris. As has been remarked by many commentators (see here, for example), the kind of humor practiced by the Charlie Hebdo cartoonists must be understood in the context of a long tradition of French political satire which is resolutely left-wing, secular, and atheist. Its origins go back at least to the 18th century; it was an integral part of the Enlightenment movement championed by people like Voltaire, who used humor to provoke social change. In particular in the context of totalitarian regimes, satire becomes an invaluable weapon.

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    • Mochizuki’s proof of the ABC conjecture: still “in limbo”

      By Catarina Dutilh Novaes

      (Cross-posted at M-Phi)

      Here's a short piece by the New Scientist on the status of Mochizuki's purported proof of the ABC conjecture. More than 2 years after the 500-page proof has been made public, the mathematical community still hasn't been able to decide whether it's correct or not. (Recall my post on this from May 2013; little change seems to have taken place since then.)

      Going back to my dialogical conception of mathematical proofs as involving a proponent who formulates the proof and opponents who must check it, this stalemate can be viewed from at least two perspectives: either Mochizuki is not trying hard enough as a proponent, or the mathematical community is not trying hard enough as opponent.

      [Mochizuki] has also criticised the rest of the community for not studying his work in detail, and says most other mathematicians are "simply not qualified" to issue a definitive statement on the proof unless they start from the very basics of his theory.

      Some mathematicians say Mochizuki must do more to explain his work, like simplifying his notes or lecturing abroad.

      (Of course, it may well be that both are the case!). And so for now, the proof remains in limbo, as well put by the New Scientist piece. Mathematics, oh so human!

    • Movies About Philosophers: Rare, Hard To Make, Desirable

      By: Samir Chopra

      After viewing the rather disappointing Chopin: Desire for Love  a couple of years ago, I was struck again by how difficult it seems to be to make movies about artists, writers, or perhaps creators of all kinds. My viewing also served to remind me that movies about philosophers' lives are exceedingly rare, and the few that have been made–or rather, that I am aware of–haven't exactly sent cinemaphiles or students of philosophy running to the nearest box-office e.g., Derek Jarman's Wittgenstein was a disappointment, and the less said about the atrocious and unwatchable When Nietzsche Wept, the better.

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    • L’amour plus fort que la haine

      Charlie-hebdo-cover

       

      Love is what is needed now, not further polarization.

    • In memoriam: Ivor Grattan-Guinness

      The great historian of logic and mathematics Ivor Grattan-Guinness passed away about a month ago, aged 73. I only heard it yesterday, when Stephen Read posted a link to the Guardian obituary on Facebook. From the obituary: 

      He rescued the moribund journal Annals of Science, founded the journal History and Philosophy of Logic, and was on the board of Historia Mathematica from its inception. A member of the council of the Society for Psychical Research, he wrote Psychical Research: A Guide to Its History (1982). In 1971 the British Society for the History of Mathematics was founded: Ivor served as its president (1986-88) and instituted a formal constitution.

      Indeed, many of us owe him eternal gratitude for founding the journal History and Philosophy of Logic, which continues to be the main journal for studies combining historical and philosophical perspectives on logic. Ivor's work and scholarship spans over an impressive range of topics and areas, and is bound to continue to influence many generations of scholars to come. It is a great loss.