Listar Artículos (Matemática Aplicada I) por título
Mostrando ítems 293-312 de 688
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Artículo
Gröbner bases and cocyclic Hadamard matrices
(Elsevier, 2018)Hadamard ideals were introduced in 2006 as a set of nonlin-ear polynomial equations whose zeros are uniquely related ...
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Gröbner bases and logarithmic D-modules
(Elsevier, 2006)Let C[x] = C[x1, . . . , xn] be the ring of polynomials with complex coefficients and An the Weyl algebra of order n over ...
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Gröbner bases and the number of Latin squares related to autotopisms of order ≤7
(Elsevier, 2007)Latin squares can be seen as multiplication tables of quasigroups, which are, in general, noncommutativeand non-associative ...
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Ponencia
Gymkhana geométrica en el parque de María Luisa
(2008-10)El presente taller muestra las posibilidades geométricas que ofrece nuestro entorno inmediato para el desarrollo de ...
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Hadamard Matrices with Cocyclic Core
(MDPI, 2021)Since Horadam and de Launey introduced the cocyclic framework on combinatorial designs in the 1990s, it has revealed ...
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Hamiltonian triangular refinements and space-filling curves
(Elsevier, 2019)We have introduced here the concept of Hamiltonian triangular refinement. For any Hamiltonian triangulation it is shown ...
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Harmonic mappings and conformal minimal immersions of Riemann surfaces into RN
(Springer, 2013)We prove that for any open Riemann surface N, natural number N ≥ 3, non-constant harmonic map h:N→R N−2 and holomorphic ...
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Harmonic maps and constant mean curvature surfaces in H 2 x R
(Johns Hopkins University Press, 2007)We introduce a hyperbolic Gauss map into the Poincar´e disk for any surface in H2×R with regular vertical projection, and ...
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Heisenberg superalgebras
(Taylor and Francis, 2009)Heisenberg algebras are the only Lie algebras (g, [, ]) which verify [g, g] = Z(g) and dim(Z(g)) = 1, where Z denotes the ...
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Hexagonal Tilings and Locally C6 Graphs
(Cornell University, 2005)We give a complete classification of hexagonal tilings and locally C6 graphs, by showing that each of them has a natural ...
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Hexagonal Tilings: Tutte Uniqueness
(Cornell University, 2005)We develop the necessary machinery in order to prove that hexagonal tilings are uniquely determined by their Tutte polynomial, showing as an example how to apply this technique to the toroidal hexagonal tiling.
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High order extensions of Roe schemes for two dimensional nonconservative hyperbolic systems
(Plenum Press, 2009)This paper is concerned with the development of well-balanced high order Roe methods for two-dimensional nonconservative ...
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Holomorphic quadratic differentials and the Bernstein problem in Heisenberg space
(American Mathematical Society, 2009)We classify the entire minimal vertical graphs in the Heisenberg group Nil3 endowed with a Riemannian left-invariant metric. ...
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Homological models for semidirect products of finitely generated Abelian groups
(2012)Let G be a semidirect product of finitely generated Abelian groups. We provide a method for constructing an explicit ...
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Homological optimality in Discrete Morse Theory through chain homotopies
(2012)Morse theory is a fundamental tool for analyzing the geometry and topology of smooth manifolds. This tool was translated ...
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Homological spanning forest framework for 2D image analysis
(2012)A 2D topology-based digital image processing framework is presented here. This framework consists of the computation of a ...
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Homomorphisms and polynomial invariants of graphs
(Elsevier, 2009)This paper initiates a general study of the connection between graph homomorphisms and the Tutte polynomial. This connection ...
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Homomorphisms between graphs embedded in surfaces
(Elsevier, 2024-05)We extend the notion of graph homomorphism to cellularly embedded graphs (maps) by designing operations on vertices and ...
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HPT and cocyclic operations
(International Press, 2005)We reinterpret the classical theory of cocyclic operations in terms of permutations and homotopy equivalences of ...
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Ponencia
Hypergraph logic program representation versus stratified programs
(2024-05)Multi-adjoint normal logic programming is a general non-monotonic logic programming framework, which makes it ideal for ...