Titlebook: Symmetries in Science IX; Bruno Gruber,Michael Ramek Book 1997 Springer Science+Business Media New York 1997 algebra.fields.mechanics.quan

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bacteria

A Symmetry Adapted Algebraic Approach to Molecular Spectroscopy, simple parametrizations of the energy levels, such as the Dunham expansion [2], to . calculations, where solutions of the Schrödinger equation in different approximations are sought [3, 4, 5, 6]. In general, the latter involve the use of internal coordinates and the evaluation of force field consta

CIS

Dyson Boson-Fermion Realization of Lie (Super)Algebras, (super)algebra [3, 4] and to discuss how these realizations can be used to determine the matrix representations of (super)algebra. (Here we use the name “(super)algebra” in the following sense: It includes all semisimple finite-dimensional Lie algebras and all finite-dimensional contragredient Lie

prosperity

赏心悦目

Quantization of Systems with Constraints, a set of Lagrange multipliers, and . a set of constraints. Then the dynamics of a constrained system may be summarized in the form of an action principle by means of the classical action (summation implied)

caldron

Camouflage

bioavailability

,Discrete Reflection Groups and Induced Representations of Poincaré Group on the Lattice,e model has to be restricted to integral transformations acting on some vector space defined over the integers. The space-time groups are subgroups of the set of non-singular integral matrices, and the classical and quantum laws are written with the help of difference operators. In [1] we have devel

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Quantum Mechanics and Classical Probability Theory,like interpretations of the wave function were done in [2–4]. It turned out that the new formulation of standard quantum mechanics may be given in terms of classical probabilities for the position [5, 6] based on symplectic tomography scheme [7, 8]. Recently, the energy levels of the harmonic oscill

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