178

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1
A Johnson-Lindenstrauss lemma for finite fields?
12
Concrete examples of noncongruence, arithmetic subgroups of SL(2,R)
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examples of “exotic” moduli problems for elliptic curves?
2
Catalan-type equations for prime powers
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Which level structures on elliptic curves are twist-invariant?
2
When polynomial f(x^2) can be factored as g(x)·g(-x) ?
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Field of definition of a finite etale cover of an anabelian curve
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Elliptic curves over QQ with isomorphic n-torsion
12
What is a random number? (poll experiment)
36
New grand projects in contemporary math
9
Algorithm for determining whether two polynomials have the same splitting field
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finite abelian p-groups with solvable automorphism group
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If rational points are like entire curves, then what do algebraic points correspond to
3
Monodromy group of 1-dimensional families of hyperelliptic curves
3
Persistent homology of Gaussian Fields in Euclidean space
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Another question related to the isogeny theorem for elliptic curves
2
Lifting the Frobenius to the absolute Galois group of the $p$-adics
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Must the $j$-invariant of an elliptic curve with an isogeny be integral?
3
Number of connected components of the Hurwitz space $H_n^o$ and subgroups of the fundamental group
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Instances where an existence result precedes the constructive version
9
what exactly is the moduli functor for classifying elliptic curves with (full) level N structure?
11
What are some examples of “chimeras” in mathematics?
3
upper bounds for the ranks of the minus parts of modular jacobians
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Elliptic Curves over Rings?
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Is the other extreme of Hilbert Irreducibility true?
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Examples of common false beliefs in mathematics.
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How to write popular mathematics well?
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Can we always find such an irreducible polynomial of degree n where degree(p(x)-x^n)<= n/2?
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What is being braided in SL(2,Z)?
6
rational points on degree 4 curve
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