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Buzz
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A distribution defined via an ODE for its Laplace trnsform
That's a Riccati equation, and it has a known (if complicated) general solution. However, Wolfram Alpha tells me no solution with that $L'(0)$ exists.
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What is the analogue of a Block-Cut Tree Decomposition in directed graphs?
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Square Roots of Non-Negative Even Functions
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Lawvere theory and presentations of groups
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Do Grassmannians classify numerable vector bundles over arbitrary spaces
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Characterization of Fréchet-Urysohn spaces using sequential continuity at a point
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Characterization of Fréchet-Urysohn spaces using sequential continuity at a point
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Errata for "Foliations and Geometric Structures" by Aurel Bejancu and Hani Reda Farran
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Understanding quadrature rule of a function multiplied by another $C^{\infty}$ function
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Understanding Gromov's metric measure space
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The linear independence and linear elimination of non-crossing matching polynomials
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Examples of anti-classical theories in iFOL
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Can an ideal in the ring of holomorphic functions on the complex plane be non-finitely generated?
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Show there is no positive r.v. $U$ such that $\frac{1}{2} = \frac{\mathbb{E}[U^k 1_{U \ge (k+1)/2 }]}{\mathbb{E}[U^k]}, \, \forall k \in \mathbb{N}_0$
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How computationally efficient are kernel tricks?
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Family of separable Hilbert spaces over locally compact form a continuous field of Hilbert space?
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Has the mathematics research community ever been led astray by a dumb mistake?
@DenisT Some people were pointing out Bliss seemed sloppy in his definitions back when he was in grad school, but the concerns got blown off by the most senior people.
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Proof that superlinearly convergent sequence converges faster than linearly convergent sequence
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Why do homotopy orbits commute with the Eilenberg–Mac Lane spectrum functor?
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Why do homotopy orbits commute with the Eilenberg–Mac Lane spectrum functor?
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