The term Continental philosophy has no singularly accepted formal definition, nor does it even signify a “you know it when you see it” kind of activity, because it is not really a distinguishable activity at all. Indeed, most people who study philosophy on the continent have no idea that it is “continental philosophy” they are studying, but simply see it as philosophy Continue Reading …
The Great Divide: Concerning the Battle Between Analytic and Continental Philosophy
[Editor’s Note: We’re happy here to present a first blog post for us by Rian Mitch (submitted in response to our recent call for more bloggers). Rian was one of the voices on our Deleuze Not School discussion, whom we met when he took us to task via email for our slipshod treatment of Derrida on ep. 51. He consequently Continue Reading …
Brian Leiter’s New Philosophical Categories
A really good interview with Nietzsche scholar and opinionator Brian Leiter appears in 3:AM Magazine, where he drops pithy quotes on Obama, Nietzsche, Marx, and Foucault. But he also appears to have a new argument to sell. Leiter advocates a new way to divide the philosophical canon, not into “contintentals” or “analytics,” but rather into “naturalists” and “anti-naturalists”. You can also Continue Reading …
More Analytic vs. Continental: What is the “Situation of Reason”?
The disciplinary identity of philosophy is in question. So says John McCumber in “Reshaping Reason”, where he makes a serious argument with evidence of trends pointing toward a sort of Hegelian synthesis in American philosophy to overcome the “Fantasy Island” of analytic thought and the “Subversive Struggle” of continental thought. “Fantasy Island” and “Subversive Struggle” are McCumber’s well-reasoned nicknames for Continue Reading …
Episode 38: Bertrand Russell on Math and Logic (Citizens Only)
Discussing Russell’s Introduction to Mathematical Philosophy (1919), ch. 1-3 and 13-18. How do mathematical concepts like number relate to the real world? Russell wants to derive math from logic, and identifies a number as a set of similar sets of objects, e.g. “3” just IS the set of all trios. Hilarity then ensues.
End song: “Words and Numbers,” by Mark Lint & the Madison Lint Ensemble. Read about it.
PREVIEW-Episode 38: Bertrand Russell on Math and Logic
Discussing Russell’s Introduction to Mathematical Philosophy (1919), ch. 1-3 and 13-18. How do mathematical concepts like number relate to the real world? Russell wants to derive math from logic, and identifies a number as a set of similar sets of objects, e.g. “3” just IS the set of all trios. Hilarity then ensues. With guest Josh Pelton.