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Cluzeau, Thomas - Département Mathématiques Informatique, Université de Limoges
An Efficient Algorithm for Computing the Reliability of Consecutive-k-out-of-n:F Systems
Frobenius Method for Computing Power Series Solutions of Linear Higher-Order Differential Systems
Noname manuscript No. (will be inserted by the editor)
Fast Algorithms for Polynomial Solutions of Linear Differential Equations
Factoring Partial Differential Systems in Posi-tive Characteristic
Algorithms for Regular Solutions of Higher-Order Linear Differential Systems
A Modular Algorithm for Computing the Exponential Solutions of a Linear Differential Operator
ISSN0249-6399ISRNINRIA/RR--4200--FR+ENG de recherche
OreMorphisms: A Homological Algebraic Package for Factoring, Reducing and
arXiv:cs.SC/0605068v116May2006 Low Complexity Algorithms for Linear Recurrences
Serre's reduction of linear partial differential systems based on holonomy
Module structure of classical multidimensional systems appearing in mathematical physics
Improved mathematical model for the investigation of deep traps into semiconductor devices: application to Metamorphic HEMT
de recherche ISSN0249-6399ISRNINRIA/RR--7486--FR+ENG
Factoring and decomposing a class of linear functional systems
UNIVERSITE DE LIMOGES ECOLE DOCTORALE Science Technologie Sante
de recherche ISSN0249-6399ISRNINRIA/RR--5942--FR+ENG
Factorization of Differential Systems in Characteristic p Thomas Cluzeau
Using morphism computations for factoring and decomposing general linear functional systems
Computing Hypergeometric Solutions of Linear Recurrence Thomas Cluzeau
Using constructive homological algebra for decomposing and reducing linear functional systems
Author's personal copy Journal of Symbolic Computation 46 (2011) 633658
On Algebraic Simplifications of Linear Functional Systems
Symmetries, parametrizations and potentials of multidimensional linear systems
A constructive version of Fitting's theorem on isomorphisms and equivalences of linear systems
Monge Parametrizations and Integration of Rectangular Linear Differential Systems
An algebraic analysis approach to certain classes of nonlinear partial differential systems
Symbolic techniques for domain decomposition methods