Lawrence S.W.

Philosopher working on problems in logic, mathematics, and perception. Semi-former ballet dancer. Presently @CUNY, previously at @McGillu and @Harvard

[Lawrence S.W. @ModalLogic]

@hackcartoonist Goethe is distracted away from his walking companions by intriguing plants off the pathway.

[Lawrence S.W. @ModalLogic]

@fallen_harpist_ glad to have more vivid descriptions of sitting in foodstuffs

[Lawrence S.W. @ModalLogic]

@fallen_harpist_

[Lawrence S.W. @ModalLogic]

@johnstonglenn very disturbing, since my mental image of Pozzo has always been Wallace Shawn.

[Lawrence S.W. @ModalLogic]

@zhuphilia the next time I expect to hear is if Murnane wins the Nobel or dies.

[John Attridge @John_Attridge]

Wow ok unfollowing now. I enjoyed his sumptuous recollections of childhood, did not know he kept his girlfriend prisoner in his Paris home

[Lawrence S.W. @ModalLogic]

@avzaagzonunaada simply insist that you are inside of poetry and continue.

[Lawrence S.W. @ModalLogic]

@ramiefathy @RoxanaDaneshjou

[noam chompers @NoamChompers]

nate silver is so annoying he's getting people to come out against using probabilities to make decisions under conditions of uncertainty and i think that rocks

[Lawrence S.W. @ModalLogic]

@scottjshapiro please don't elect me I'm busy as are my minions.

[Lawrence S.W. @ModalLogic]

@MikeBenchCapon @evanewashington poor octopodes they'd do better if they lived more than 2 years

[Lawrence S.W. @ModalLogic]

thinking of Glück, gone a year now, alive via an odd tweet.

[Robert Komaniecki @Komaniecki_R]

My wife before she jams her ice-cold feet into my thigh:

[໊ @buffys]

show me five divas

[Lawrence S.W. @ModalLogic]

@focusfronting the Chomskyan to Lacanian pipeline

[Lawrence S.W. @ModalLogic]

@evanewashington I see it as a feature of ultimate whimsy that the coin can feasibly land on its rim.

[Lawrence S.W. @ModalLogic]

@johnstonglenn endearing how she quite likes her 'pimply undergraduate' metaphor it seems.

[Lawrence S.W. @ModalLogic]

slightly pleasantly surprised as of this moment my choice is winning.

[Joel David Hamkins @JDHamkins]

How do you think of the complex numbers? What is the core structure?
1. The complex numbers, at bottom, are an algebraically closed field ⟨ℂ,+,·,0,1⟩.
2. The complex numbers are the algebraic closure of the reals, a distinguished subfield ⟨ℂ,+,��,0,1,ℝ⟩.
3. The complex numbers are an algebraically closed field with a distinguished real coordinate structure ⟨ℂ,+,·,0,1,Re,Im⟩.

[Lawrence S.W. @ModalLogic]

@focusfronting Funko pope

[Page about Timothy Williamson, philosopher. @TWilliamson55]

New book on Kripke, one chapter by Tim.

[Lawrence S.W. @ModalLogic]

@unabridgedplath happy early birthday. Tomato soup cake maybe?