AbstractBenson and Gordon constructed the unimodular solvable Lie group GBG. In this paper, we prove that GBG admits lattices. In addition, we construct compact symplectic solvmanifolds without the Hard Lefschetz property
AbstractLet G be a compact Lie group, L(G) the associated loop group, ω the canonical symplectic for...
The present work splits in two parts: first, we perform a straightforward generalization of results ...
AbstractWe present a proof of that SO3(Q) is not a simple group, using a quaternion cover for SO3(Q)...
AbstractThe purpose in this paper is to prove that there exists a lattice on certain solvable Lie gr...
Let $K$ be a field of characteristic $p > 2$ and let $G$ be a group. Necessary and sufficient con...
Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/135639/1/blms0191.pd
AbstractLet K be an algebraically closed field of positive characteristic and let G be a reductive g...
AbstractWe prove that the simple Lie algebras constructed by G. Jurman (2004) in [2] are isomorphic ...
AbstractWe determine when there exists a nonzero homomorphism between principal series representatio...
AbstractWe study quantized universal enveloping algebras of Slodowy's GIM Lie algebras. It is shown ...
We search a canonical basis of Dirac's observables for the classical non-Abelian Higgs model with fe...
18 pagesWe give here a construction process for the simple complex Lie algebras and their non Hermit...
The lattice model of the Weil representation over non-archimedean local field of odd residual charac...
AbstractFor two not necessarily commutative topological groups G and K, let H(G,K) denote the space ...
We construct a quantum mechanical model of the Calogero type for the icosahedral group as the struct...
AbstractLet G be a compact Lie group, L(G) the associated loop group, ω the canonical symplectic for...
The present work splits in two parts: first, we perform a straightforward generalization of results ...
AbstractWe present a proof of that SO3(Q) is not a simple group, using a quaternion cover for SO3(Q)...
AbstractThe purpose in this paper is to prove that there exists a lattice on certain solvable Lie gr...
Let $K$ be a field of characteristic $p > 2$ and let $G$ be a group. Necessary and sufficient con...
Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/135639/1/blms0191.pd
AbstractLet K be an algebraically closed field of positive characteristic and let G be a reductive g...
AbstractWe prove that the simple Lie algebras constructed by G. Jurman (2004) in [2] are isomorphic ...
AbstractWe determine when there exists a nonzero homomorphism between principal series representatio...
AbstractWe study quantized universal enveloping algebras of Slodowy's GIM Lie algebras. It is shown ...
We search a canonical basis of Dirac's observables for the classical non-Abelian Higgs model with fe...
18 pagesWe give here a construction process for the simple complex Lie algebras and their non Hermit...
The lattice model of the Weil representation over non-archimedean local field of odd residual charac...
AbstractFor two not necessarily commutative topological groups G and K, let H(G,K) denote the space ...
We construct a quantum mechanical model of the Calogero type for the icosahedral group as the struct...
AbstractLet G be a compact Lie group, L(G) the associated loop group, ω the canonical symplectic for...
The present work splits in two parts: first, we perform a straightforward generalization of results ...
AbstractWe present a proof of that SO3(Q) is not a simple group, using a quaternion cover for SO3(Q)...
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