This lecture note surveys the gamma matrices in general dimensions with arbitrary signatures, the study of which is essential to understand the supersymmetry in the corresponding spacetime. The contents supplement the lecture presented by the author at Modave Summer School in Mathematical Physics, Belgium, June, 2005.Comment: 1+40 pages: Modave lecture note, published versio
We define a spinor-Minkowski metric for SL(4,C). It is not a trivial generalization of the SL(2,C) m...
The Hilbert spaces of supersymmetric systems admit symmetries which are often related to the topolog...
AbstractWe prove results on the tangent spaces to Schubert varieties in G/B for G classical. We give...
AbstractWe clarify a difficulty that appears in [R. Quarez, J. Algebra 238 (2001) 139] to bound the ...
AbstractA block companion matrix over a field of characteristic 0 is similar to a unique block unit ...
Einstein action of gravity is obtained from a gauge theory, if our spacetime was once in two folds w...
Representation Theory of Algebraic Groups and Related Topics : Proceedings of the workshop on Repres...
AbstractWe study the Cauchy problem for the generalized MHD equations, and prove some regularity cri...
AbstractThe question of non-uniqueness in the integral formulation of an exterior boundary value pro...
It is shown that, somewhat similar to the case of classical Baecklund transformations for surfaces o...
We define a spinor-Minkowski metric for SL(4,C). It is not a trivial generalization of the SL(2,C) m...
We define a spinor-Minkowski metric for SL(4,C). It is not a trivial generalization of the SL(2,C) m...
We construct new maximally symmetric solutions for the metric. We then show that for a string moving...
AbstractA dynamical symmetry, as well as special diffeomorphism algebras generalizing the Witt–Viras...
In this paper, we derive a canonical representation for the first order hyperbolic equation systems ...
We define a spinor-Minkowski metric for SL(4,C). It is not a trivial generalization of the SL(2,C) m...
The Hilbert spaces of supersymmetric systems admit symmetries which are often related to the topolog...
AbstractWe prove results on the tangent spaces to Schubert varieties in G/B for G classical. We give...
AbstractWe clarify a difficulty that appears in [R. Quarez, J. Algebra 238 (2001) 139] to bound the ...
AbstractA block companion matrix over a field of characteristic 0 is similar to a unique block unit ...
Einstein action of gravity is obtained from a gauge theory, if our spacetime was once in two folds w...
Representation Theory of Algebraic Groups and Related Topics : Proceedings of the workshop on Repres...
AbstractWe study the Cauchy problem for the generalized MHD equations, and prove some regularity cri...
AbstractThe question of non-uniqueness in the integral formulation of an exterior boundary value pro...
It is shown that, somewhat similar to the case of classical Baecklund transformations for surfaces o...
We define a spinor-Minkowski metric for SL(4,C). It is not a trivial generalization of the SL(2,C) m...
We define a spinor-Minkowski metric for SL(4,C). It is not a trivial generalization of the SL(2,C) m...
We construct new maximally symmetric solutions for the metric. We then show that for a string moving...
AbstractA dynamical symmetry, as well as special diffeomorphism algebras generalizing the Witt–Viras...
In this paper, we derive a canonical representation for the first order hyperbolic equation systems ...
We define a spinor-Minkowski metric for SL(4,C). It is not a trivial generalization of the SL(2,C) m...
The Hilbert spaces of supersymmetric systems admit symmetries which are often related to the topolog...
AbstractWe prove results on the tangent spaces to Schubert varieties in G/B for G classical. We give...
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