by W M Honig (Curtin University, Australia)

This book presents two new mathematical techniques: nonstandard logics and nonstandard metrics. The techniques are applied to current problems in physics, i.e. the hidden variable problem, the local and nonlocal problems, etc.

• The Basis for this Book
• Part I. Preview:
  • Introduction and History
  • Nonstandard Mathematical Methods of Part II
  • Preview of a Realistic Physics of Part III
• Part II: Nonstandard Mathematical Methods:
  • The Ubiquity Principle, Local/Nonlocal, and Local/Global Distinctions
  • Nonstandard Logics
  • Nonstandard Metrics
  • Nonstandard Delta Function
• Part III. Applications to a Realistic Physics:
  • Dual Charged Fluids
  • Discrete Electromagnetic Waves, Photex, and h
  • Nonlocal Hidden Variable Wave Equations, Double Slits, and All That
  • Deriving Planck's Constant and Complete Electron Self-Energy from Fluidic Models
  • Photex/Photon Rest Frames and Null Geodesics
  • Meaning of h