Titlebook: Symmetries in Science VI; From the Rotation Gr Bruno Gruber Book 1993 Springer Science+Business Media New York 1993 Gravity.fields.geometry

有危险

From Q-Oscillators to Quantum Groups,llators.. In this talk, I would like to take the dual course and discuss the direct relationship between q-oscillators and quantum groups. I will also talk about their physical interpretation as relativistic oscillators. My discussion will mainly focus on our contribution to the subject.. However I will try to present a unified overview.

传授知识

uring the period August 2-7, 1992. The Symposium was held in honor of Professor Lawrence C. Biedenharn on the occasion of his 70th birthday. During the academic year 1966/67 I worked as research associate with Larry at Duke University and we have ever since maintained close contact. It was thus natu

condescend

Colored Supersymmetry of Mesons and Baryons Based on Octonionic Algebras, and naturally suppresses quark configurations that are symmetrical in color space and antisymmetrical in remaining flavor, spin and position variables. A preliminary work on the first order relativistic formulation through the spin realization of Wess-Zumino super-Poincaré algebra is presented.

forestry

Supersymmetry and the Nonlocal Yangian Deformation Symmetry,oup as found previously for the Poincaré group, and thus determines the theory’s mass spectrum. A generalization to all higher-order nonlocal charges is conjectured such that their generating function, the so-called “master charge”, has a definite Lorentz spin which depends on the spectral parameter.

助记

Quantum Algebras: Representations and Real Forms,me of my own work on quantum algebras. I have chosen mostly such material which I have discussed beneficially with Larry. In particular, some results, obtained in areas which he encouraged me to pursue, are published here for the first time.

幻影

烦扰

Bumble

From Q-Oscillators to Quantum Groups,ong his many contributions to mathematical physics, Professor Biedenharn has shown us how to construct unitary quantum Lie algebras in terms of q-oscillators.. In this talk, I would like to take the dual course and discuss the direct relationship between q-oscillators and quantum groups. I will also

anagen

Talkative