Supersymmetry algebras: extensions of orthgonal Lie algebras
Sur la représentation des transformations linéaires
Sur la structure de certains groupes topologiques
Sur les images continues des continus ordonnés
Sur une généralisation de la propriété de Darboux
Symmetric algebras and Yang-Baxter equation
Let be an open subset of the complex plane, and let denote a finite-dimensional complex simple Lie algebra. A. A. Belavin and V. G. Drinfel’d investigated non-degenerate meromorphic functions from into which are solutions of the classical Yang-Baxter equation [Funct. Anal. Appl. 16, 159-180 (1983; Zbl 0504.22016)]. They found that (up to equivalence) the solutions depend only on the difference of the two variables and that their set of poles forms a discrete (additive) subgroup of the...
Symmetric approach to the fundamental notions of general topology
Symmetrization of brace algebra
Summary: We show that the symmetrization of a brace algebra structure yields the structure of a symmetric brace algebra. We also show that the symmetrization of the natural brace structure on coincides with the natural symmetric brace structure on , the direct sum of spaces of antisymmetric maps .
Symmetry: Art and Science - 2004 Sixth Interdisciplinary Symmetry Congress and Exhibition of ISIS-Symmetry
Symplectic solution supermanifolds in field theory
Summary: For a large class of classical field models used for realistic quantum field theoretic models, an infinite-dimensional supermanifold of classical solutions in Minkowski space can be constructed. This solution supermanifold carries a natural symplectic structure; the resulting Poisson brackets between the field strengths are the classical prototypes of the canonical (anti-) commutation relations. Moreover, we discuss symmetries and the Noether theorem in this context.
Syntopogene halbgruppen
Systems of covers of frames and resulting subframes
-completions of convergence vector spaces
-semisymmetric spaces and concircular vector fields
Table of Contents
Table of Contents
Table of contents
Table of contents
The 10th anniversary special issue.
The accuracy of Dafermos' method for nonlinear hyperbolic equations