activity
20092013
most citedA Polynomial Time Version of LLL With Deep Insertions

5 citations · 5 across the 5 of their papers we have counts for

collaborators

6 papers

cs.CR2013

PotLLL: A Polynomial Time Version of LLL With Deep Insertions

Felix Fontein, Michael Schneider, Urs Wagner

Lattice reduction algorithms have numerous applications in number theory, algebra, as well as in cryptanalysis. The most famous algorithm for lattice reduction is the LLL algorithm…

cs.CR2012★ 5 cited

A Polynomial Time Version of LLL With Deep Insertions

Felix Fontein, Michael Schneider, Urs Wagner

Lattice reduction algorithms have numerous applications in number theory, algebra, as well as in cryptanalysis. The most famous algorithm for lattice reduction is the LLL algorithm…

math.CO2012

Improvements in closest point search based on dual HKZ-bases

Urs Wagner, Gerard Maze

In this paper we review the technique to solve the CVP based on dual HKZ-bases by J. Bloemer. The technique is based on the transference theorems given by Banaszczyk which imply so…

cs.CR2012

Solving the LPN problem in cube-root time

Urs Wagner

In this paper it is shown that given a sufficient number of (noisy) random binary linear equations, the Learning from Parity with Noise (LPN) problem can be solved in essentially c…

math.NT2010

Natural Density of Rectangular Unimodular Integer Matrices

G. Maze, J. Rosenthal, U. Wagner

In this paper, we compute the natural density of the set of k x n integer matrices that can be extended to an invertible n x n matrix over the integers. As a corollary, we find the…

math.CA2009

A Note on the Weighted Harmonic-Geometric-Arithmetic Means Inequalities

Gerard Maze, Urs Wagner

In this note, we derive non trivial sharp bounds related to the weighted harmonic-geometric-arithmetic means inequalities, when two out of the three terms are known. As application…