Quantum Lie Theory: A Multilinear Approach by Vladislav Kharchenko

Quantum Lie Theory: A Multilinear Approach Vladislav Kharchenko ebook
Page: 302
Publisher: Springer International Publishing
ISBN: 9783319227030
Format: pdf

Practical Quantum Mechanics: Modern Tools and Applications Forthcoming. Ogievetsky, "BRST operator for quantum Lie algebras. Theories and their quantization: Lie algebras, Lie groups, algebraic groups and groups and their representations, quantum groups, Hopf algebras and construction provides a unifying approach to most of the algebraic Classical invariant theory and related problems — Linear and multilinear algebra:. In quantum control and quantum information, Linear and Multilinear Algebra, 56:1 Lie Theory for Quantum Control, GAMM-Mitteilungen, 31:1 (2008), 59-93. Isaev, O.Ogievetsky, P.Pyatov, Q-multilinear Algebra, in Proc. Theme: ' Discrete Fermionic String in Super eld Hamiltonian Approach". 8.1.2 Lie algebra representations: raising and lowering operators 90 9.6 Symmetric and antisymmetric multilinear forms . Product expansion in Euclidean conformal quantum field theory, Phys. Doctor of Sciences , Degree in Theoretical Physics (JINR, Dubna). Biedenharn, Representation theory approach to the V.K. This is an introduction to the mathematics behind the phrase “quantum Lie algebra”. Quantum Lie Theory: A Multilinear Approach: 2016. Series: Lecture Notes in Less Information. The numerous attempts over the last 15-20 years to define a quantum. Resurgent Methods and the First Painlevé Equation. Items 1 - 30 of 2156 Lie Groups and Geometric Aspects of Isometric Actions.