AbstractA method is given of computing the E1-terms of the Vinogradov spectral sequence of involutive systems of differential equations. It is based on the formal geometric formalism, by which various useful concepts for the linear differential equations can also be utilized in studies of nonlinear systems of differential equations
A simple criterion for the involutivity of a system of partial differential equations of polynomial ...
John McCleary insisted in his interesting textbook entitled "User's guide to spectral sequences" on ...
AbstractJohn McCleary insisted in his interesting textbook entitled “User’s guide to spectral sequen...
AbstractA method is given of computing the E1-terms of the Vinogradov spectral sequence of involutiv...
AbstractIn this paper a description of the term E1 of the Vinogradov spectral sequence is given. Van...
International audienceThe formal integrability of systems of partial differential equations plays a ...
AbstractFor any differential equation ε a complex ∂ : Λi(ε) ⊗ DV(ε) → Λi+1(ε) ⊗ DV (ε), i = 0, 1,…, ...
The qualitative theory of dynamical systems is concerned with studying the long time behavior discre...
AbstractGiven a system of linear differential equations near an irregular singularity of pole type, ...
This work introduces the so-called involutive reduction procedure to simplify and solve differential...
sequence for determined systems of differential equations by Dmitri GESSLER On the Vinogradov C-spec...
Analysing auxiliary systems for integrability conditions is an indispensable part of many indirect s...
Este trabalho é uma introdução a métodos computacionais rigorosos utilizados no estudo de sistemas d...
summary:We compute cohomology spaces of Lie algebras that describe differential invariants of third ...
AbstractGroups Ep,n-11(Y∞), p ⩾ 2 of Vinogradov's C-spectral sequence for a differential equation in...
A simple criterion for the involutivity of a system of partial differential equations of polynomial ...
John McCleary insisted in his interesting textbook entitled "User's guide to spectral sequences" on ...
AbstractJohn McCleary insisted in his interesting textbook entitled “User’s guide to spectral sequen...
AbstractA method is given of computing the E1-terms of the Vinogradov spectral sequence of involutiv...
AbstractIn this paper a description of the term E1 of the Vinogradov spectral sequence is given. Van...
International audienceThe formal integrability of systems of partial differential equations plays a ...
AbstractFor any differential equation ε a complex ∂ : Λi(ε) ⊗ DV(ε) → Λi+1(ε) ⊗ DV (ε), i = 0, 1,…, ...
The qualitative theory of dynamical systems is concerned with studying the long time behavior discre...
AbstractGiven a system of linear differential equations near an irregular singularity of pole type, ...
This work introduces the so-called involutive reduction procedure to simplify and solve differential...
sequence for determined systems of differential equations by Dmitri GESSLER On the Vinogradov C-spec...
Analysing auxiliary systems for integrability conditions is an indispensable part of many indirect s...
Este trabalho é uma introdução a métodos computacionais rigorosos utilizados no estudo de sistemas d...
summary:We compute cohomology spaces of Lie algebras that describe differential invariants of third ...
AbstractGroups Ep,n-11(Y∞), p ⩾ 2 of Vinogradov's C-spectral sequence for a differential equation in...
A simple criterion for the involutivity of a system of partial differential equations of polynomial ...
John McCleary insisted in his interesting textbook entitled "User's guide to spectral sequences" on ...
AbstractJohn McCleary insisted in his interesting textbook entitled “User’s guide to spectral sequen...