Derivation of the Schrödinger Equation From Newtonian Mechanics in The Physical Review, Vol. 150, Second Series No. 4, 28 October 1966 pp. 1079 - 1085. Edward Nelson.

Derivation of the Schrödinger Equation From Newtonian Mechanics in The Physical Review, Vol. 150, Second Series No. 4, 28 October 1966 pp. 1079 - 1085

Lancaster: American Institute of Physics, 1966. 1st Edition. FIRST EDITION IN ORIGINAL WRAPS OF THE INTRODUCTION OF STOCHASTIC MECHANICS, an interpretation of quantum mechanics aims to derive the wave function and the Schrödinger equation from natural conditions on a diffusion process in configuration space. It is an interpretation of non-relativistic quantum mechanics in which the trajectories of the configuration are regarded as physically real.

“The modern application of stochastics to quantum mechanics involves the assumption of spacetime stochasticity, the idea that the small-scale structure of spacetime is undergoing both metric and topological fluctuations, and that the averaged result of these fluctuations recreates a more conventional-looking metric at larger scales that can be described using classical physics, along with an element of non-locality that can be described using quantum mechanics” (Wikipedia). Item #768

CONDITION & DETAILS: Lancaster PA: American Institute of Physics. 4to (10.5 x 8 inches; 263 x 200mm). Short closed tear at spine tip; archivally repaired. Bright and clean inside and out. Near fine condition.

Price: $400.00