IGNACIO OJEDA MARTÍNEZ DE CASTILLA

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  • INNOVACIÓN DOCENTE E INVESTIGACIÓN
  • MATEMÁTICAS
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  • FUNDAMENTOS MATEMÁTICOS
  • FUNDAMENTOS MATEMÁTICOS
  • INNOVACIÓN DOCENTE E INVESTIGACIÓN
  • INNOVACIÓN DOCENTE E INVESTIGACIÓN
  • INNOVACIÓN DOCENTE E INVESTIGACIÓN
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  • MATEMÁTICAS
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  • MÉTODOS MATEMÁTICOS PARA LA ESTADÍSTICA
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  • A note on decomposable and reducible integer matrices
  • Affine semigroups having a unique betti element
  • Almost symmetric numerical semigroups with given Frobenius number and type
  • Almost symmetric numerical semigroups with high type
  • An indispensable classification of monomial curves in A{double-struck}⁴(K{double-struck})
  • Binomial Canonical Decompositions of Binomial Ideals
  • Binomial canonical decomposition of binomial ideals
  • Binomial ideals and congruences on ℕ ⁿ
  • CRITICAL BINOMIAL IDEALS of NORTHCOTT TYPE
  • Cellular binomial ideals. Primary decomposition of binomial ideals
  • Commutative monoids and their corresponding affine k -schemes
  • Doubling Rational Normal Curves
  • Doubling rational normal curves
  • Even G-liaison classes of some unions of curves
  • Examples of generic lattice ideals of codimension 3
  • Factorization invariants in half-factorial affine semigroups
  • Frobenius vectors, hilbert series and gluings of affine semigroups
  • HILBERT NUMBER FOR A FAMILY OF PIECEWISE NONAUTONOMOUS EQUATIONS
  • Hilbert Number for a Family of Piecewise Nonautonomous Equations
  • In Memoriam: Pilar Pisón Casares, in memoriam
  • Index of nilpotency of binomial ideals
  • Indispensable binomials in semigroup ideals
  • Kronecker square roots and the block vec matrix
  • La geometría algebraica de los Campos Aleatorios de Markov
  • Matemáticas para primero de ciencias
  • Minimal systems of binomial generators for the ideals of certain monomial curves
  • Métodos matemáticos para estadística
  • Non degenerate projective curves with very degenerate hyperplane section
  • On pseudo-Frobenius elements of submonoids of N^d
  • On the computation of the Apéry set of numerical monoids and affine semigroups
  • On the depth of simplicial affine semigroup rings
  • On the hull resolution of an affine monomial curve
  • Rational limit cycles of Abel differential equations
  • Rational solutions of Abel differential equations
  • Resolución envolvente de curvas monomiales en A3 (k)
  • Simplicial complexes and minimal free resolution of monomial algebras
  • Sobre la efectividad en el Nullstellensatz de sistemas tóricos
  • Stability of singular limit cycles for Abel equations revisited
  • The Frobenius Problem for Generalized Repunit Numerical Semigroups
  • The arithmetic extensions of a numerical semigroup
  • The set of numerical semigroups of a given multiplicity and Frobenius number
  • The short resolution of a semigroup Algebra
  • Uniquely presented finitely generated commutative monoids
  • Uniqueness of limit cycles for quadratic vector fields
  • Universally free numerical semigroups
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• ou:perteneceAGrupoInvestigacion
  • Geometría Algebraica y Diferencial. Álgebra Computacional
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  • Facultad De Ciencias
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  • MATEMÁTICAS
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