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Does $W_1 \leq \mathrm{diam}(M) \cdot \mathrm{TV}$ hold for non-Polish metric spaces $M$?

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Does $W_1 \leq \mathrm{diam}(M) \cdot \mathrm{TV}$ hold for non-Polish metric spaces $M$?

Is there any analytical approach to prove this power trace maximizer?

Simpler way to build large $\omega$-models

Do you think about math in words or images, or is it more chaotic, and feelings-based, and is it more a conscious or subconscious activity for you?

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Counting permutations of $X^2$ that induce 4 quasigroup operations up to isotopy

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Search for: natural classes of finite groupoids (and their Cayley graphs) - similar to 15-game

Cospectrality of quantum graphs

Does the convergence of $f_n$ imply the convergence of $\mathbb P[\inf_{0\le s\le t}(W_s-f_n(s))\le 0]$?

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