Titlebook: Stochastic Processes in Quantum Physics; Masao Nagasawa Book 2000 Springer Basel AG 2000 Brownian motion.EFE.Lévy process.Markov property.

過度

mighty

不可比擬

Non-Relativistic Quantum Theory,e movement . of quantum particles, accordingly. However, the interrelation between the equation of motion and the movement . of a particle(s) is not so direct as in classical mechanics, and we must go into deeper mathematical structures of diffusion processes to clarify the relation.

Esophagus

征服

,Construction of the Schr?dinger Processes, solve the equation of motion (or the Schr?dinger equation) and apply the transformation of Markov processes by a multiplicative functional. In the second case we employ the stochastic variational principle.

FOR

領(lǐng)袖氣質(zhì)

Relativistic Quantum Particles, the stochastic theory to relativistic quantum particles. We will consider the relativistic Schr?dinger equation of a spinless particle in an electromagnetic field. It will be shown that the relativistic quantum particles no longer have continuous paths but move only through pure jumps in contrast t

植物群

Stochastic Differential Equations of Pure-Jumps,power generators which are in formal duality, and shown that the evolution equation has an equivalent formulation in terms of stochastic differential equations of pure-jumps. In this chapter the existence and uniqueness of solutions of the stochastic differential equations of pure-jumps will be prov

調(diào)味品

hedonic