We review computations of joint invariants on a linear symplectic space, discuss variations for an extension of group and space and relate this to other equivalence problems and approaches, most importantly to differential invariants
16 pagesGiven a linear action of a group $G$ on a $K$-vector space $V$, we consider the invariant ri...
16 pagesGiven a linear action of a group $G$ on a $K$-vector space $V$, we consider the invariant ri...
16 pagesGiven a linear action of a group $G$ on a $K$-vector space $V$, we consider the invariant ri...
We review computations of joint invariants on a linear symplectic space, discuss variations for an e...
We consider the equivalence problem for symplectic and conformal symplectic group actions on submani...
By restricting generating functions of infinitesimal symmetries of symplectic and contact vector spa...
All second order scalar differential invariants of symplectic hyperbolic and elliptic Monge-Ampère P...
All second order scalar differential invariants of symplectic hyperbolic and elliptic Monge-Ampère P...
All second order scalar differential invariants of symplectic hyperbolic and elliptic Monge-Ampère P...
AbstractGiven a group action, known by its infinitesimal generators, we exhibit a complete set of sy...
Motivated by the representation-theoretic notion of Howe duality, we seek an analogous construction ...
Motivé par la dualité de Howe dans la théorie des représentations de groupes de Lie, on cherche une ...
All second order scalar differential invariants of symplectic hyperbolic and elliptic Monge-Ampère P...
AbstractWe construct a canonical generating set for the polynomial invariants of the simultaneous di...
A. We prove that every symplectic manifold is a coadjoint orbit of the group of automorphisms of the...
16 pagesGiven a linear action of a group $G$ on a $K$-vector space $V$, we consider the invariant ri...
16 pagesGiven a linear action of a group $G$ on a $K$-vector space $V$, we consider the invariant ri...
16 pagesGiven a linear action of a group $G$ on a $K$-vector space $V$, we consider the invariant ri...
We review computations of joint invariants on a linear symplectic space, discuss variations for an e...
We consider the equivalence problem for symplectic and conformal symplectic group actions on submani...
By restricting generating functions of infinitesimal symmetries of symplectic and contact vector spa...
All second order scalar differential invariants of symplectic hyperbolic and elliptic Monge-Ampère P...
All second order scalar differential invariants of symplectic hyperbolic and elliptic Monge-Ampère P...
All second order scalar differential invariants of symplectic hyperbolic and elliptic Monge-Ampère P...
AbstractGiven a group action, known by its infinitesimal generators, we exhibit a complete set of sy...
Motivated by the representation-theoretic notion of Howe duality, we seek an analogous construction ...
Motivé par la dualité de Howe dans la théorie des représentations de groupes de Lie, on cherche une ...
All second order scalar differential invariants of symplectic hyperbolic and elliptic Monge-Ampère P...
AbstractWe construct a canonical generating set for the polynomial invariants of the simultaneous di...
A. We prove that every symplectic manifold is a coadjoint orbit of the group of automorphisms of the...
16 pagesGiven a linear action of a group $G$ on a $K$-vector space $V$, we consider the invariant ri...
16 pagesGiven a linear action of a group $G$ on a $K$-vector space $V$, we consider the invariant ri...
16 pagesGiven a linear action of a group $G$ on a $K$-vector space $V$, we consider the invariant ri...
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