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Answers
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9
Examples of common false beliefs in mathematics.
7
Lower Bounds in Theoretical Computer Science
19
Why does the definition of modularity demand weight 2?
10
Upper bound of period length of continued fraction representation of very composite number square root
4
Navigating Z/pZ
2
Analog to the Chinese Remainder Theorem in groups other than Z_n.
18
Are there any rational solutions to this equation?
7
Galois Groups of a family of polynomials
3
Relation between indefinite quadratic forms and continued fractions
6
What is the shortest proof of the existence of a prime between $p$ and $p^2$ ? other examples?
4
Ring of algebraic integers in a quadratic extension of a cyclotomic field
4
Algebraic integers on the unit circle
3
Strict Class Numbers of Totally Real Fields
2
Calculating the infinite product from the Hardy-Littlewood Conjecture F
6
What does the computer suggest about the parity of p(n), for n in a fixed arithmetic progression?
8
Weil Conjectures for Grassmannians
12
Examples of Galois-invariant central simple algebras which aren’t base change?
2
S(3) field extensions
2
Find a matrix’s nullspace from submatrix nullspace
7
Odd powers of the theta function as eigenforms
3
Real algebraic curves of $\mathbb R^2\sim\mathbb C$ containing all zeroes of infinitely many rational polynomials
4
Density of monogenic number fields?
2
Lower bounds for split primes in Real quadratic fields
7
Why Are Weber Polynomial Coefficients Smaller than Hilbert Polynomial Coefficients?
0
Upper bound on greatest prime of bad reduction for a plane curve
3
Is there any algorithm for determining 3d position in such case?
3
Infinite collection of elements of a number field with very similar annihilating polynomials
2
on the computation of decomposition groups
1
Speeding the quadratic sieve with an oracle
3
Intrinsic construction of other Galois extensions