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Under what conditions is the implication $I(x) < I(y) \implies x < y$ true?

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#elementary-number-theory #inequality #open-problem
861
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Open problems in Lie theory

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#reference-request #lie-groups #lie-algebras #big-list #open-problem
324
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Estimates for the Dedekind number $M(9)$

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#combinatorics #reference-request #order-theory #open-problem
1.2k
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Is there any palindromic power of $2$?

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#number-theory #elementary-number-theory #recreational-mathematics #decimal-expansion #open-problem
966
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Is $0.248163264128…$ a transcendental number?

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#number-theory #reference-request #decimal-expansion #transcendental-numbers #open-problem
690
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Is this really an open problem? Maximizing angle between $n$ vectors

Published on
#geometry #reference-request #euclidean-geometry #open-problem
71
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Existence of a cycle of length $2^k$?

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#combinatorics #discrete-mathematics #graph-theory #open-problem
381
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Are derivatives of geometric progressions all irreducible?

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#reference-request #polynomials #irreducible-polynomials #open-problem
202
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Why is it called the *Inverse* Galois Problem?

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#soft-question #terminology #galois-theory #math-history #open-problem
642
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Open problems in Galois theory (other than the IGP)

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#abstract-algebra #number-theory #galois-theory #open-problem
1.2k
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A question about lonely runner conjecture

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#combinatorics #number-theory #open-problem
124
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Legendre's Conjecture Theme (Part I)

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#reference-request #prime-numbers #analytic-number-theory #conjectures #open-problem
2.2k
Views

What's the upper bound for sofa problem?

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#geometry #recreational-mathematics #discrete-geometry #open-problem
379
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What relationship(s) [if any] exist between primorial primes and palindromic primes?

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#number-theory #elementary-number-theory #prime-numbers #open-problem #palindrome
230
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Proving that $\sum_{k=n}^{2n-2} \frac{|\sin k\ |}{k} < 0.7\ln 2$ for $n\ge2$

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#sequences-and-series #inequality #open-problem

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