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The slice filtration does not arise from a $t$-structure

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Pentagon sign statistics for alternative twisted group algebras of $\mathbb F_2^n$ (Cayley–Dickson): is this known?

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Steven L Jessup PhD

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tparker

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Examples of notably long or difficult proofs that only improve upon existing results by a small amount

tparker

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Approximate the singular values of a certain random dot-product kernel matrix (in the sense of El Karoui, Cheng-Singer, etc.)

CommunityBot

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A proof of the LSB Theorem using the Lusternik-Schnirelmann category

Daniele Tampieri

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Why is there a polynomial solution to $a^5+b^5+(-a-b)^5 = c^5+d^5+(-c-d)^5$?

Tito Piezas III

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Parallelizability of Lie monoids

Žan Grad

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Do positive integers whose decimal digits lie in $\{1,2,3,5,7\}$ generate the multiplicative group of positive rationals?

Zixuan Ye

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The core question of topology

Sourav

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The existence of a specific kind of independent set in a connected graph satisfying the following property

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Non-homogeneity of infinite Stonean spaces

Jakobian

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The slice filtration does not arise from a $t$-structure

Maxwell-Boltzmann distribution graph domain

Pentagon sign statistics for alternative twisted group algebras of $\mathbb F_2^n$ (Cayley–Dickson): is this known?

Endless controversy about the correctness of significant papers

Siegel zeros and other "illusory worlds": building theories around hypotheses believed to be false

Examples of notably long or difficult proofs that only improve upon existing results by a small amount

Approximate the singular values of a certain random dot-product kernel matrix (in the sense of El Karoui, Cheng-Singer, etc.)

A proof of the LSB Theorem using the Lusternik-Schnirelmann category

Why is there a polynomial solution to $a^5+b^5+(-a-b)^5 = c^5+d^5+(-c-d)^5$?

Parallelizability of Lie monoids

Do positive integers whose decimal digits lie in $\{1,2,3,5,7\}$ generate the multiplicative group of positive rationals?

The core question of topology

The existence of a specific kind of independent set in a connected graph satisfying the following property

Non-homogeneity of infinite Stonean spaces

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