量子的随机理论与薛定谔方程

STOCKASTIC QUANTUM THEORU AND SCHRODINGER EQUATION

本文以量子的随机假设为基础，运用经典的布朗运动模型，同时把微观粒子的运动分为有序和无序运动两部分，通过对经典的牛顿运动进行修正，得出了广义的牛顿运动方程和薛定谔方程，并对方程进行了进一步的讨论。

This article is based on stockastic quntum assumptions。By using the method of Brownian motionand decomposing the motion of the perticle into regular and stockastic compounds·the generalizedNewton equation is obtained,and the Schredinger equation is introduced,followed by furtheranalysis and discussion。