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Bjørn Kjos-Hanssen
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Question arising from Voevodsky's talk on inconsistency
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Question arising from Voevodsky's talk on inconsistency
Alternatively, look at a tail of $\Omega$, namely $\{n: n+k\in\Omega\}$ where $k$ is large enough to take you beyond the finitely many exceptions.
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Question arising from Voevodsky's talk on inconsistency
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Maximizing the volume in a family of subsets of a cube
Interesting. Do you know the answer to your question if you replace $[0,1]$ by $\{0,1\}$?
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You pass X people and Y people pass you: how relatively fast are you?
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Path cardinality for random $(a+b)$-ary infinite trees
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Efficient Method for Calculating the Probability of a Set of Outcomes?
Maybe you could edit the question so it asks for an efficient means of calculating the probability of each outcome (or a proof that there is no efficient way), if that's what you meant.
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how to formalize a notion of symmetric set difference probability?
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Weighted Hamming distance
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Weighted Hamming distance
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Path cardinality for random $(a+b)$-ary infinite trees
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Example of a function that behaves like another function
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Is the nearest walk to Brownian motion approximately uniform?
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Higher-dimensional braid group?
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Characterization of Kleisli adjunctions
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How to formulate such problem mathematically? (line continuation search)
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Does War have infinite expected length?
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What are the logical morphisms from a topos E to Set?
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Path cardinality for random $(a+b)$-ary infinite trees
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