Exploració per tema "Classificació AMS::11 Number theory::11D Diophantine equations"
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Computing denumerants in numerical 3-semigroups
(2018)
Article
Accés obertAs far as we know, usual computer algebra packages can not compute denumerants for almost medium (about a hundred digits) or almost medium-large (about a thousand digits) input data in a reasonably time cost on an ordinary ... -
Frobenius distribution for quotients of Fermat curves of prime exponent
(2015-06-18)
Article
Accés obertLet C denote the Fermat curve over Q of prime exponent l. The Jacobian Jac(C) of C splits over Q as the product of Jacobians Jac(C_k), 0< k < l-1, where C_k are curves obtained as quotients of C by certain subgroups of ... -
Normal limiting distributions for systems of linear equations in random sets
(Elsevier, 2022-09-15)
Article
Accés obertWe consider the binomial random set model where each element in is chosen independently with probability . We show that for essentially all regimes of p and very general conditions for a matrix A and a column vector b, the ... -
On the number of L-shapes in embedding dimension four numerical semigroups
(2015-12-06)
Article
Accés obertMinimum distance diagrams, also known as L-shapes, have been used to study some properties related to weighted Cayley digraphs of degree two and embedding dimension three numerical semigroups. In this particular case, it ... -
The Frobenius problem: a geometric approach
(2007-07)
Article
Accés obertFor the well known Frobenius problem, we present a new geometric approach, based on the use of the $n$-dimensional lattice $\mathbb{Z}^n$, where $n$ is the number of generators. Within this approach we are able to study ...