دانلود کتاب 40 years in mathematical physics

The behaviour of the analytic elements on an infraconnected set D in K an algebraically closed complete ultrametric field is mainly explained by the circular filters and the monotonous filters on D, especially the T-filters: zeros of the elements, Mittag-Leffler series, factorization, Motzkin factorization, maximum principle, injectivity, algebraic properties of the algebra of the analytic elements on D, problems of analytic extension. This is applied to the differential equation y'=hy (y,h analytic elements on D), analytic interpolation, p-adic group duality on meromorphic products and to the p-adic Fourier transform 1. 30 Years in Mathematical Physics -- 2. Perturbation Theory for Gauge-Invariant Fields / V.N. Popov and L. Faddev -- 3. The Feynman Integral for Singular Lagrangians -- 4. Covariant Quantization of the Gravitational Field / V.N. Popov and L. Faddev -- 5. Introduction to Functional Methods -- 6. Inverse Problem of Quantum Scattering Theory. II -- 7. Quantum Completely Integrable Models in Field Theory -- 8. The Quantum Method of the Inverse Problem and the Heisenberg XYZ Model / L.A. Takhtadzhan and L. Faddev -- 9. Integrable Models in (1+1)-Dimensional Quantum Field Theory -- 10. From Integrable Models to Conformal Field Theory via Quantum Groups -- 11. The Search for Multidimensional Solitons -- 12. Hamiltonian Approach to the Theory of Anomalies -- 13. The Energy Problem in Einstein's Theory of Gravitation -- 14. Lagrangian Mechanics in Invariant Form / A.M. Vershik and L. Faddev