Banach power - associative algebras : the complex and (or) non commutative cases
Banach triples with generalized inverses.
Banach-Lie algebras of compact operators
Banach-power-associative algebras and J-B algebras
Bascules associatives
Bases canoniques et applications
Bases des algèbres de Lie et série de Hausdorff
Bases des représentations des groupes simples complexes
Basic Representations of Affine Lie Algebras and Dual Resonance Models.
Basis for identities of the algebra of simplified insertion.
Bell's primeness criterion for .
Bemerkung über gemeinsame Beziehung zwischen kartesischen Gruppen und kartesischen Zahlensystemen
Berechnung der Gelfand-Kirillov-Dimension bei induzierten Darstellungen.
Bernstein-Gelfand-Gelfand resolution for arbitrary Kac-Moody algebras.
BGG diagrams for contact graded odd dimensional orthogonal geometries
BGG resolutions via configuration spaces
We study the blow-ups of configuration spaces. These spaces have a structure of what we call an Orlik–Solomon manifold; it allows us to compute the intersection cohomology of certain flat connections with logarithmic singularities using some Aomoto type complexes of logarithmic forms. Using this construction we realize geometrically the Bernstein–Gelfand–Gelfand resolution as an Aomoto complex.
Bialgebra structures on a real semisimple Lie algebra.
Bicovariant differential calculi and cross products on braided Hopf algebras
In a braided monoidal category C we consider Hopf bimodules and crossed modules over a braided Hopf algebra H. We show that both categories are equivalent. It is discussed that the category of Hopf bimodule bialgebras coincides up to isomorphism with the category of bialgebra projections over H. Using these results we generalize the Radford-Majid criterion and show that bialgebra cross products over the Hopf algebra H are precisely described by H-crossed module bialgebras. In specific braided monoidal...
Bicrossproduct Hopf quasigroups
We recall the notion of Hopf quasigroups introduced previously by the authors. We construct a bicrossproduct Hopf quasigroup from every group with a finite subgroup and IP quasigroup transversal subject to certain conditions. We identify the octonions quasigroup as transversal in an order 128 group with subgroup and hence obtain a Hopf quasigroup as a particular case of our construction.
Bigèbres de Lie, doubles et carrés