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All-day
CUNY-Milan Annual Interdisciplinary Workshop on Belief
@ CUNY Grad Center, Philosophy Dept.
CUNY-Milan Annual Interdisciplinary Workshop on Belief
@ CUNY Grad Center, Philosophy Dept.
Feb 16 all-day
CUNY-Milan Annual Interdisciplinary Workshop in Philosophy, a joint initiative of both institutions’ philosophy departments, is aimed at promoting advanced studies in core analytic topics. This year’s workshop, first in a series of annual events, will focus on belief. Albeit this workshop’s main objective is to advance research in Philosophy of Mind and Logic, the organizers are committed to maintain the interdisciplinary character of the workshop. This year’s inaugural conference will focus on belief. It is[...]
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1:00 pm
Robert Long (NYU)
@ CUNY Grad Center, rm 7-102
Robert Long (NYU)
@ CUNY Grad Center, rm 7-102
Feb 16 @ 1:00 pm – 3:00 pm
PoPRocks (formerly known as ‘WoPoP’) is an ongoing series in the NYC area for early career researchers – typically grad students and postdocs – working on philosophy of psychology/mind/perception/cognitive science/neuroscience/… . We usually meet roughly once every 2 weeks to informally discuss a draft paper by one of our members, but Spring 2018 we will be meeting less frequently. Typically presenters send a copy of their paper around 1 week in advance, so do join[...]
3:30 pm
Jay Wallace (UC Berkeley)
@ NYU Philosophy Dept. rm 202
Jay Wallace (UC Berkeley)
@ NYU Philosophy Dept. rm 202
Feb 16 @ 3:30 pm – 5:30 pm
Talk title and abstract forthcoming. Reception to follow in 6th floor lounge.
4:10 pm
Schervish: Finitely-Additive Decision Theory
@ Faculty House, Columbia U
Schervish: Finitely-Additive Decision Theory
@ Faculty House, Columbia U
Feb 16 @ 4:10 pm
We examine general decision problems with loss functions that are bounded below. We allow the loss function to assume the value ∞. No other assumptions are made about the action space, the types of data available, the types of non-randomized decision rules allowed, or the parameter space. By allowing prior distributions and the randomizations in randomized rules to be finitely-additive, we find very general complete class and minimax theorems. Specifically, under the sole assumption that[...]
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