Mathematical Physics And Stochastic Analysis: Essays In Honour Of Ludwig Streit
eBook - PDF

Mathematical Physics And Stochastic Analysis: Essays In Honour Of Ludwig Streit

Essays in Honour of Ludwig Streit

  1. 464 pages
  2. English
  3. PDF
  4. Available on iOS & Android
eBook - PDF

Mathematical Physics And Stochastic Analysis: Essays In Honour Of Ludwig Streit

Essays in Honour of Ludwig Streit

About this book

In October 1998 a conference was held in Lisbon to celebrate Ludwig Streit's 60th birthday. This book collects some of the papers presented at the conference as well as other essays contributed by the many friends and collaborators who wanted to honor Ludwig Streit's scientific career and personality.The contributions cover many aspects of contemporary mathematical physics. Of particular importance are new results on infinite-dimensional stochastic analysis and its applications to a wide range of physical domains.List of Contributors: S Albeverio, T Hida, L Accardi, I Ya Aref'eva, I V Volovich; A Daletskii, Y Kondratiev, W Karwowski, N Asai, I Kubo, H-H Kuo, J Beckers, Ph Blanchard, G F Dell'Antonio, D Gandolfo, M Sirugue-Collin, A Bohm, H Kaldass, D Bollé, G Jongen, G M Shim, J Bornales, C C Bernido, M V Carpio-Bernido, G Burdet, Ph Combe, H Nencka, P Cartier, C DeWitt-Morette, H Ezawa, K Nakamura, K Watanabe, Y Yamanaka, R Figari, F Gesztesy, H Holden, R Gielerak, G A Goldin, Z Haba, M-O Hongler, Y Hu, B Oksendal, A Sulem, J R Klauder, C B Lang, V I Man'ko, H Ouerdiane, J Potthoff, E Smajlovic, M Röckner, E Scacciatelli, J L Silva, J Stochel, F H Szafraniec, L Vázquez, D N Kozakevich, S Jiménez, V R Vieira, P D Sacramento, R Vilela Mendes, D Volný, P Samek.

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Yes, you can access Mathematical Physics And Stochastic Analysis: Essays In Honour Of Ludwig Streit by Sergio Albeverio, P Blanchard, L S Ferreira in PDF and/or ePUB format, as well as other popular books in Physical Sciences & Mathematical & Computational Physics. We have over one million books available in our catalogue for you to explore.

Table of contents

  1. Contents
  2. Preface
  3. Ludwig Streit's list of publications
  4. SOME THEMES OF THE SCIENTIFIC WORK OF LUDWIG STREIT
  5. MATHEMATICS, PHYSICS AND STREIT SINCE 1975
  6. STOCHASTIC LIMIT AND INTERACTING COMMUTATION RELATIONS
  7. DE RHAM COMPLEX OVER PRODUCT MANIFOLDS: DIRICHLET FORMS AND STOCHASTIC DYNAMICS
  8. REAL TIME RANDOM WALKS ON P-ADIC NUMBERS
  9. CHARACTERIZATION OF TEST FUNCTIONS IN CKS-SPACE
  10. NONLINEAR LIE ALGEBRAS IN QUANTUM PHYSICS AND THEIR INTEREST IN QUANTUM FIELD THEORY
  11. CONTINUOUS PERCOLATION: TREE APPROXIMATION AND MOST PROBABLE CLUSTERS
  12. RIGGED HILBERT SPACE RESONANCES AND TIME ASYMMETRIC QUANTUM MECHANICS
  13. Q-ISING NEURAL NETWORK DYNAMICS : A COMPARATIVE REVIEW OF VARIOUS ARCHITECTURES
  14. THE RELATIVISTIC AHARONOV-BOHM-COULOMB PROBLEM: A PATH INTEGRAL SOLUTION
  15. STATISTICAL MANIFOLDS: THE NATURAL AFFINE-METRIC STRUCTURE OF PROBABILITY THEORY
  16. BRYDGES' OPERATOR IN RENORMALIZATION THEORY
  17. FLUCTUATION OF THE BOSE-EINSTEIN CONDENSATE IN A TRAP
  18. TIME DEPENDENT AND NONLINEAR POINT INTERACTIONS
  19. THE COLE-HOPF AND MIURA TRANSFORMATIONS REVISITED
  20. SOME MODELS OF NONIDEAL BOSE GAS WITH BOSE-EINSTEIN CONDENSATE
  21. CONFIGURATION SPACES FOR SELF-SIMILAR RANDOM PROCESSES, AND MEASURES QUASI-INVARIANT UNDER DIFFEOMORPHISM GROUPS
  22. STOCHASTIC PROCESSES AND THE FEYNMAN INTEGRAL
  23. NON-MARKOVIAN RANDOM FLOWS AND HEDGING STOCKS IN MANUFACTURING PROCESSES
  24. OPTIMAL PORTFOLIO IN A FRACTIONAL BLACK & SCHOLES MARKET
  25. NONRENORMALIZABILITY AND NONTRIVIALITY
  26. ON THE SPECTRUM OF LATTICE DIRAC OPERATORS
  27. INTEGRALS OF MOTION AND QUANTUM FLUCTUATIONS
  28. DISTRIBUTIONS GAUSSIENNES ET APPLICATIONS AUX EQUATIONS AUX DERIVEES PARTIELLES STOCHASTIQUES
  29. ON DONSKER'S DELTA FUNCTION IN WHITE NOISE ANALYSIS
  30. L1-UNIQUENESS ON MEASURABLE STATE SPACES: A CLASS OF EXAMPLES
  31. A GLAUBER DYNAMICS FOR THE SHERRINGTON-KIRKPATRICK AND HOPFIELD MODELS
  32. EXTERNAL AND INTERNAL GEOMETRY ON CONFIGURATION SPACES
  33. CIRCULAR INVARIANCE OF THE WEYL FORM OF THE CANONICAL COMMUTATION RELATION
  34. NUMERICAL SOLUTION OF THE NONLINEAR SCHRODINGER EQUATION WITH NEWTON-TYPE METHODS
  35. SPINOR DESCRIPTION OF A GENERAL SPIN-J SYSTEM
  36. GLUON CONDENSATE AND A VACUUM STRUCTURE FOR NONABELIAN GAUGE THEORY
  37. ON THE INVARIANCE PRINCIPLE AND THE LAW OF ITERATED LOGARITHM FOR STATIONARY PROCESSES