SINGACOM

• Área privada
•  
• English

• A. Aguglia, G. Korchmáros, F. Torres
  Plane maximal curves, Acta Arith. 98(2), 165-179.
• E. Briales, A. Campillo, P. Pisón
  On the Equations defining Projective Toric Varieties. (Vol. Geometric and Combinatorial aspects of Commutative Algebra). 57-66 (2001). Lecture Notes in Pure and Applied Mathematics, 217. Marcel Dekker. NewYork.
• E. Briales, A. Campillo, P. Pisón, A. Vigneron
  Simplicial complexes and syzygies of lattice ideals. Contemporary Mathematics 286, 169-183 (Vol. Symbolic Computation, solving Equations in Algebra, Geometry and Engineering). Amer. Math. Soc. (2001).
• A. Campillo, J. Castellanos
  Valuative invariants of singularities via Arf closure. Michigan Math. J. 49, 435-450 (2001).
• A. Campillo, F. Delgado, S. Gussein-Zade
  On the monodromy at infinity of aplane curve and the Poincaré series of its ring of functions. J. Math. Sciences, Vol 105, nº 2, 1839-1842 (2001).
• A. Campillo, S. Encinas
  Construcción de nodos para la interpolación polinómica en dos variables”. Proc. E. A. C. A., 8pp.(2001). SIGSAM Bulletin. Barcelona.
• A. Campillo, J. Olivares
  Polarity with respect to a foliation and Caylay-Bacharach theorems. J. Reine Angew Math. (Crelle’s Journal), 534, 95-118 (2001).
• A. Campillo, P. Pisón
  Toric Mathematics from Semigroup viewpoint. (Vol. Ring Theory and Algebraic Geometry) 95-112 (2001). Lecture Notes in Pure and Applied Mathematics, 219. Marcel Dekker. NewYork.
• A. Campillo, M.A. Revilla
  Coin exchange algorithms and monomial curves. Comm. in Algebra, 29, 7, 2985-2989 (2001).
• J. I. Farrán, Ch. Lossen
  'brnoeth.lib' A singular library for plane curves, Weierstrass semigroups and AG codes”. SINGULAR, A computer algebra system for Comm. Algebra and Alg.Geometry. Universität Kaiserslautern (2001). 
• J. I. Farrán, Ch. Lossen
  'brnoeth.lib' A singular library for plane curves, Weierstrass semigroups and AG codes”. SINGULAR, A computer algebra system for Comm. Algebra and Alg.Geometry. Universität Kaiserslautern (2001). 
• G. Korchmáros, F. Torres
  Embedding of a maximal curve in a Hermitian variety, Compositio Math. 128, 95-113.
• A. Núñez, M. J. Pisabarro
  Existence of Euler vector fields for curves with binomial ideal. Ring Theory and Algebraic Geometry, 15-25 (2001), Lecture Notes in Pure and Applied Mathematics, 219. Marcel Dekker. New York.