Contemporary Problems In Mathematical Physics - Proceedings Of The Second International Workshop

Contents: Quantization Techniques: A Quick Overview (S T Ali); The Quantum Geometer's Universe: Particles, Interactions and Topology (J Govaerts); Theoretical Methods of Modern Classical and Quantum Physics: Do Cross-Sections Determine Phase Shifts Uniquely? (D Atkinson); Hilbert Transform or Kramers-Kronig Relations Applied to Some Aspects of Linear and Nonlinear Physics (G Debiais); Application of the Gibbs Sampler to the Conditional Simulation of Rain Fields (H Onibon et al.); The Mathematics of an Algebraic Approach to the Physics of Hadrons (M D Slaughter); Coherent States, Wavelets and Geometric Methods in Theoretical Physics: Phase Space Geometry in Classical and Quantum Mechanics (J R Klauder); Functional Analysis Special Functions and Orthogonal Polynomials: On Generalized Continuous D Semi-Classical Hermite and Chebychev Orthogonal Polynomials of Class One (E Azatassou & M N Hounkonnou); On a Generalization of the Method by Barbaroux et al. for the Improvement on the Rate of Decay of an Operator Resolvent (G Honnouvo & M N Hounkonnou); and other papers.