11 research outputs found
Supersymmetric Model with Grassmann-odd Lagrangian
A supersymmetric model with a Grassmann-odd Lagrangian is
proposed which, in contrast to the model with an even Lagrangian, contains not
only a kinetic term but also an interaction term for the coordinates entering
into one real scalar Grassmann-even (bosonic) superfield.Comment: 6 pages, LATEX 2e. The talk given at the International Conference
"Supersymmetries and Quantum Field Theory" (SSQFT'2000, NSC KIPT, Kharkov,
Ukraine, 25-29 July, 2000). To be published in the Proceedings of this
Conference. Corrections of misprint
Supersymmetry and the Odd Poisson Bracket
Some applications of the odd Poisson bracket developed by Kharkov's theorists
are represented, including the reformulation of classical Hamiltonian dynamics,
the description of hydrodynamics as a Hamilton system by means of the odd
bracket and the dynamics formulation with the Grassmann-odd Lagrangian. Quantum
representations of the odd bracket are also constructed and applied for the
quantization of classical systems based on the odd bracket and for the
realization of the idea of a composite spinor structure of space-time. At last,
the linear odd bracket, corresponding to a semi-simple Lie group, is introduced
on the Grassmann algebra.Comment: 17 pages, LATEX 2e. Invited talk given at the International Symposium
"30 Years of Supersymmetry" (Theoretical Physics Institute, University of
Minnesota, Minneapolis, MN, USA, 13-27 October, 2000) due to the support
kindly offered by the Organizing Committee of this meeting and, especially,
by Keith Olive and Mikhail Shifma
CURRENT VOLTAGE CHARACTERISTICS OF A SELF-SUSTAINED ELECTROPHOTOIONIZED DISCHARGE IN LASER MIXTURES
No abstract availabl