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few_reps
  • Member for 11 years, 3 months
  • Last seen more than 1 year ago
  • Strasbourg/Tunis
52 votes

Solving algebraic problems with topology

35 votes

Solving algebraic problems with topology

15 votes

Do unit quaternions at vertices of a regular 4-simplex, one being 1, generate a free group?

13 votes

What are your favorite instructional counterexamples?

9 votes

Is the fundamental group of an open arithmetic Riemann surface contained in $\Gamma(2)$

7 votes
Accepted

Integral orthogonal group for indefinite ternary quadratic form

7 votes
Accepted

"Pythagoras number" for integral matrices

6 votes

Does there exist a sum of two squares which is written in MORE than 4 distinct way?

6 votes
Accepted

Number of orbits of $\mathrm{SL}_2(\mathcal O_A)$ on $\mathbf P^1(A)$ when $A$ is a quaternion algebra

4 votes
Accepted

Given a positive-definite integral unimodular Gram matrix, how to find a basis of the associated lattice (over $\mathbf Q$)?

4 votes
Accepted

S genus of quadratic forms

4 votes
Accepted

Lattice automorphisms of finite order

4 votes

On the equivalence of a pair of binary quadratic forms

4 votes
Accepted

A quadratic Diophantine equation

3 votes

algorithm to compute the integral orthogonal group

3 votes

2-dimensional sublattices with all vectors having very big square (in absolute value)

2 votes

genus 2 Siegel theta series of 3-dimensional lattices

2 votes
Accepted

Is the spin group in a metaplectic group?

2 votes

Mass of spinor genus, positive integral quadratic forms

2 votes

Hurwitz integers represented as sums of two squares of Hurwitz integers

2 votes
Accepted

covering radius of a lattice from cyclotomic extension

2 votes

Integral quaternary forms and theta functions

1 vote
Accepted

Is the poset of affine subspaces of a vector space highly connected?

1 vote
Accepted

Number of vectors of fixed norm

1 vote

integral equivalence classes of quadratic forms

1 vote

Extension splitting over Sylow subgroups

0 votes
Accepted

Orbits of the maximal compact subgroup on the light cone for $p$-adic groups