Schrödinger Equations and Diffusion TheoryBirkhäuser, 6.12.2012 - 323 sivua Schrödinger Equations and Diffusion Theory addresses the question "What is the Schrödinger equation?" in terms of diffusion processes, and shows that the Schrödinger equation and diffusion equations in duality are equivalent. In turn, Schrödinger's conjecture of 1931 is solved. The theory of diffusion processes for the Schrödinger equation tell us that we must go further into the theory of systems of (infinitely) many interacting quantum (diffusion) particles. |
Sisältö
Chapter II | 13 |
Duality and Time Reversal | 55 |
Chapter IV | 89 |
Diffusion Processes in qRepresentation | 139 |
Chapter VII | 163 |
Chapter VIII | 207 |
Applications of the Statistical Model | 223 |
Chapter X | 239 |
Fényes Equation of Motion of Probability Densities | 281 |
Stochastic Mechanics | 283 |
Segregation of a Population | 287 |
Euclidean Quantum Mechanics | 288 |
Remarks | 290 |
Bohmian Mechanics | 291 |
References | 295 |
311 | |