Space and Time in the Microworld

Bibliographic Details
Main Author: Blokhintsev, D.I.
Format: eBook
Language:English
Published: Dordrecht Springer Netherlands 1973, 1973
Edition:1st ed. 1973
Subjects:
Online Access:
Collection: Springer Book Archives -2004 - Collection details see MPG.ReNa
Table of Contents:
  • 33. The Scale for the Asymptotic Time T
  • 34. Unstable Particles (Resonances)
  • 35. Conditions of Macroscopic Causality for the S-matrix
  • 36. Examples of Acausal Influence Functions
  • 37. An Example of Constructing an Acausal Scattering Matrix
  • 38. The Dispersion Relation for the Acausal ?a-Matrix
  • VII. A Generalization of Causal Relationships and Geometry
  • 39. Two Possible Generalizations
  • 40. Euclidean Geometry in the Microworld
  • 41. Stochastic Geometry
  • 42. Discrete Space-Time
  • 43. Quasi-Particlcs in Quantized Space
  • 44. Fluctuations of the Metric
  • 45. Nonlinear Fields and the Quantization of Space-Time
  • VIII. Experimental Questions
  • 46. Concluding Remarks on the Theory
  • 47. Experimental Consequences of Local Acausality
  • 48. Experimental Results of Models with the “External” Vector
  • Appendices
  • I. Geometrical Measurements in the Macroworld
  • 1. The Arithmetization of Space-Time
  • 2. The Physical Methods of Arithmetization of Space-Time
  • 3. On Dividing the Manifold of Events into Space and Time
  • 4. The Aftine Manifold
  • 5. The Riemann Manifold
  • 6. The Physics of Arithmetization of the Space-Time Manifold
  • 7. Arithmetization of Events in the Case of the Non-Linear Theory of Fields
  • 8. The General Theory of Relativity and the Arithmetization of Space-Time
  • 9. Chronogeometry
  • II. Geometrical Measurements in the Microworld
  • 10. Some Remarks on Measurements in the Microworld
  • 11. The Measurement of Coordinates of the Microparticles
  • 12. The Mechanics of Measuring Coordinates of Microparticles
  • 13. Indirect Measurement of a Microparticle Coordinates at a Given Instant in Time
  • III. Geometrical Measurements in the Microworld in the Relativistic Case
  • 14. The Fermion Field
  • 15. The Uncertainty Relation for Fermions
  • 16. The Boson Field
  • 17. The Localization of Photons
  • 18. The Diffusion of Relativistic Packets
  • 19. The Coordinates of Newton and Wigner
  • 20. The Measurement of a Microparticle’s Coordinates in the Relativistic Case
  • IV. The Role of Finite Dimensions of Elementary Particles
  • 21. The Polarization of Vacuum. The Dimensions of an Electron
  • 22. The Electromagnetic Structure of Nucleons
  • 23. The Meson Structure of Nucleons
  • 24. The Structure of Particles in Quantized Field Theory
  • V. Causality in Quantum Theory
  • 25. A Few Remarks on Causality in the Classical Theory of Fields
  • 26. Causality in Quantum Field Theory
  • 27. The Propagation of a Signal “Inside” a Microparticle
  • 28. Microcausality in the Quantum Field Theory
  • 29. Microcausality in the Theory of Scattering Matrices
  • 30. Causality and the Analytical Properties of theScattering Matrix
  • VI. Macroscopic Causality
  • 31. Formal ?-matrix Theory
  • 32. Space-Time Descriptions Using the ?-matrix