Mathematics
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taylor
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All Questions Answers
Score Newest
question
5
Lifting the quotient homogeneous space to the group and define the measure
Mar 14
question
4
Can we always complete a shortest nonzero vector in a lattice into a basis of that lattice? [duplicate]
Sep 9, 2022
question
4
Is the minimal distance from a point inside a paralellopiped to its 8 vertices always less than the maximal length of all edges?
Sep 29, 2022
question
3
Norm of the adjoint representation and invariant Riemannian distance
Jun 21, 2022
question
3
How to formally prove that an abelian group generated by $k$ linearly independent vectors $v_1,\cdots, v_k$ in $\mathbb R^d (k\le d)$ is discrete?
Sep 10, 2022
question
3
Bound on the number of bounded primitive $k$-tuple for all unimodular lattices
Oct 23, 2022
question
2
Upperbound on the shortest distance to the lattice
Sep 4, 2022
question
2
Over an Euclidean Domain $R$, is it necessarily true that matrix equality $AB=I$ imply $BA=I$?
Sep 7, 2022
question
2
Riemannian distance function on Lie group that is right $G$ invariant and left $K$-invariant for maximal compact subgroup $K$ in $G$
Sep 24, 2022
question
2
Is the bi-invariant Haar measure also invariant under any automorphism of $\text{SL}(n,\mathbb R)$?
Jan 25
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5
Is it still not known whether the construction of shortest nonzero vector of a lattice w.r.t. $l^2$-norm is NP-hard?

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