AbstractWe study extremal pairs of polar lattices with respect to the product of the norms of minimal vectors. This notion of a “dual-extreme” lattice is compared with the usual notion of an extreme lattice. This study was suggested by the problem of twin-classes in number fields raised by Zimmert in an analytical context
We present here constructions of ideals A of the poset of n-vectors (x1,..., xn) with integer entrie...
AbstractLet δ=0,1 or 2, and let AOG(2ν+δ,Fq) be the (2ν+δ)-dimensional affine-orthogonal space over ...
Using the Hermitian tensor product description of the extremal even unimodular lattice of dimension ...
AbstractWe study extremal pairs of polar lattices with respect to the product of the norms of minima...
We show that a specific even unimodular lattice of dimension 80, first investigated by Schulze-Pillo...
AbstractWe classify n-dimensional pairs of dual lattices by their minimal vectors. This leads to the...
Extremal lattices are remarkable objects of number theory. They define many of the densest known sph...
AbstractGiven a polarization of an even unimodular lattice and integer k⩾1, we define a family of un...
AbstractWe consider the following vector space analogue of problem in extremal set theory.Let g(k, l...
Abstract. The automorphism groups of the three known extremal even unimodular lattices of dimension ...
All 28-dimensional unimodular lattices with minimum norm 3 are known. Using this classification, we ...
ABSTRACT. We describe the tensor product of two extremal weight crystals of type $A+\infty$ by const...
This paper studies certain types of join and meet-irreducibles called coprimes and primes. These ele...
Given finite dimensional real or complex Banach spaces, E and F, with norms and , we denote by N[mu]...
International audienceWe analyse the relationship between different extremal notions in Lipschitz fr...
We present here constructions of ideals A of the poset of n-vectors (x1,..., xn) with integer entrie...
AbstractLet δ=0,1 or 2, and let AOG(2ν+δ,Fq) be the (2ν+δ)-dimensional affine-orthogonal space over ...
Using the Hermitian tensor product description of the extremal even unimodular lattice of dimension ...
AbstractWe study extremal pairs of polar lattices with respect to the product of the norms of minima...
We show that a specific even unimodular lattice of dimension 80, first investigated by Schulze-Pillo...
AbstractWe classify n-dimensional pairs of dual lattices by their minimal vectors. This leads to the...
Extremal lattices are remarkable objects of number theory. They define many of the densest known sph...
AbstractGiven a polarization of an even unimodular lattice and integer k⩾1, we define a family of un...
AbstractWe consider the following vector space analogue of problem in extremal set theory.Let g(k, l...
Abstract. The automorphism groups of the three known extremal even unimodular lattices of dimension ...
All 28-dimensional unimodular lattices with minimum norm 3 are known. Using this classification, we ...
ABSTRACT. We describe the tensor product of two extremal weight crystals of type $A+\infty$ by const...
This paper studies certain types of join and meet-irreducibles called coprimes and primes. These ele...
Given finite dimensional real or complex Banach spaces, E and F, with norms and , we denote by N[mu]...
International audienceWe analyse the relationship between different extremal notions in Lipschitz fr...
We present here constructions of ideals A of the poset of n-vectors (x1,..., xn) with integer entrie...
AbstractLet δ=0,1 or 2, and let AOG(2ν+δ,Fq) be the (2ν+δ)-dimensional affine-orthogonal space over ...
Using the Hermitian tensor product description of the extremal even unimodular lattice of dimension ...
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