Mathematics and Theoretical Physics
  1. 765 pages
  2. English
  3. PDF
  4. Available on iOS & Android
eBook - PDF

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Yes, you can access Mathematics and Theoretical Physics by Minaketan Behara, Rudolf Fritsch, Rubens G. Lintz, Minaketan Behara,Rudolf Fritsch,Rubens G. Lintz in PDF and/or ePUB format, as well as other popular books in Mathematics & Mathematical Analysis. We have over one million books available in our catalogue for you to explore.

Information

Publisher
De Gruyter
Year
2011
Print ISBN
9783110144765
eBook ISBN
9783110886726

Table of contents

  1. Foreword
  2. Officials of the 2nd Gauß Symposium
  3. Table of Contents
  4. Eröffnung — Opening Address
  5. Grußwort — Word of Greeting
  6. Sections and their chairs
  7. Wie Gauß die alte Göttinger Mathematik schuf
  8. Plenary Addresses
  9. Functional integration; a semi-historical perspective
  10. Existence of lattice structures in a class of magnetic phase transitions
  11. The Fibonacci numbers and the Arctic Ocean
  12. Section 0: Mathematical Education
  13. Interplay of ideas in teaching mathematics
  14. Soviet studies on teaching of university mathematics
  15. The role of microworlds for constructing mathematical concepts
  16. Section 1: History of Mathematics
  17. Gaußsche Quadrate or Knut Vik designs—the history of a combinatorial structure
  18. Die Mathematik und ihre Assistenten an der TH MĂŒnchen (1868-1918)
  19. An afterthought of Gauss on cyclotomy
  20. Harmony and cosmos: mathematics serving a teleological understanding of the world
  21. Gauß' Arbeiten ĂŒber kĂŒrzeste Linien aus der Sicht der Variationsrechnung
  22. Implizite gruppentheoretische Denkformen in den „Disquisitiones arithmeticae" von Carl Friedrich Gauß
  23. Section 2: Mathematical Logic
  24. Programs from classical proofs
  25. Semantics for some constructors of type theory
  26. Loop-free construction of counter-models in intuitionistic propositional logic
  27. Section 3: Algebra and Number Theory
  28. G-Cogalois field extensions and primitive elements
  29. Sums of three squares, from Gauß to modular forms
  30. Local Galois module structure and Hopf orders
  31. Recipes for lattice dicing
  32. Robert M. Erdahl, Sergej S. Ryshkov
  33. Representations of Lie algebras with triangular decomposition
  34. Local class field theory for metabelian extensions
  35. Convexity theories 0 cont.—foundations
  36. Banach spaces and superconvex modules
  37. Affine categories which are varieties
  38. A geometrical approach to rational solutions of the classical Yang-Baxter equation. Part I
  39. Section 4: Geometry
  40. Necessary conditions for the existence of conservation laws for systems of partial differential equations
  41. A new decoration of the Socolar-Steinhardt tilings; an initial model for quasicrystals
  42. A skew-symmetric curvature operator in Riemannian geometry
  43. Development of non-Euclidean geometries since Gauß
  44. Recent results in elementary geometry, part II
  45. A curvature operator in Riemannian geometry
  46. Section 5: Analysis of Several Complex Variables
  47. The theorem of Gauß-Bonnet in complex analysis
  48. On the origins of p-adic analysis
  49. Section 7: Algebraic Topology
  50. Certain properties of minimal triangulations of spheres
  51. Stiefel-Whitney polynomials
  52. On spherically generated rational spaces
  53. Approximating spaces by polyhedra
  54. Finite determinacy phenomena for finitely presented groups
  55. Section 8: Quantum Groups and q-Deformation
  56. Modular properties of ribbon abelian categories
  57. Hopf-Galois extensions of graded algebras
  58. Section 9: Computational Physics
  59. Massive parallelism as the new track for scientific computing
  60. Section 10: Relativistic Celestial Mechanics: Astrophysics and Cosmology
  61. Relativistic celestial mechanics
  62. Thibault Damour, Michael Soffel, Chongming Xu
  63. Timelike incompleteness of spacetimes
  64. The Lyman α forests and the universal bubble structure
  65. Nonradial oscillations of neutron stars: a new branch of strongly damped normal modes
  66. Testing Einstein's theory of gravity by lunar laser ranging
  67. The gravitational fields of rotating bodies as minimal surfaces
  68. The general relativistic two-body-problem. Theory and experiment
  69. The solution of the second post-Newtonian two-body problem
  70. Section 11: Gauß and Geomagnetism
  71. Magnetospheres: the external magnetic field
  72. Section 12: General
  73. An inequality for the Kummer confluent hypergeometric function
  74. Complete systems of Kummer and Weber-Hermite functions in spaces of holomorphic functions
  75. Epimorphisms of topological groups and Z-sets in the Hilbert cube
  76. Alphabetical List of Contributors
  77. Author Index