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Score of 5
1 answer
277 views

Do these two two-variable functions cover all sufficiently large positive integers?

Score of 0
1 answer
80 views

Are there infinitely many $x, y \in \mathbb{N}$ such that $x^3+y^5$ is a prime?

Score of 5
0 answers
93 views

When does $\Omega(X)\otimes\Omega(Y)=\Omega(X\times Y)$ hold for every $Y$?

Score of -3
2 answers
435 views

Determine if there are infinite prime pairs $(p, q)$, such that $p^2+q^2$ is prime

Score of 1
0 answers
78 views

Minkowski trace lattices over $K = Q(\sqrt 2,\sqrt 3,\sqrt 5)$ with covolume $240^2$, $E8$ similarity, and $O_h-$equivariant odd Toeplitz index

Score of 4
0 answers
224 views

Algorithm for Gromov-Witten invariants

Score of 1
1 answer
138 views

Order of the tangent line bundle at a marked point on $M_{0,n}/\mathfrak S_{n-1}$ (needs reference)

Score of 0
0 answers
69 views

Diophantine equation: $ (w+z)^{x+y} + w^z + x^y = z^w + y^x + (x+y)^{w+z} $

Score of 7
2 answers
610 views

Applications of the $\operatorname{li}(x)$ function besides $\pi(x)$

Score of 6
2 answers
346 views

Fox ideals are invariant under automorphisms reference request

Score of 2
0 answers
252 views

What core difficulties and preliminary obstacles does EDMP confront across the various (m,d) cases?

Score of 1
1 answer
427 views

A gap in the proof of uniqueness of functional calculus based on a spectral theorem

Score of 13
1 answer
303 views

A topos for Medvedev's finite problems?

Score of 3
1 answer
110 views

Are all odd abundant numbers nearly half-representable by distinct divisors?

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