准事件空间中相对论性的广义Volterra方程
Relativitic Generalized Vollerra Equations in the Quasi-event Space
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摘要: 用事件空间中的相对论性Ｄ′Ａｌｅｍｂｅｒｔ原理，推导出准事件空间中的相对论性广义Ｖｏｌｔｅｒａ方程，并由此方程得到系统存在能量积分的条件和准事件空间中的相对论性广义чаллвＩгин方程。Abstract: By using the relativitic D′Alembert-Lagrange principle in the event space,the relativitic generalized Volterra equation in the Quasi-event space is derived .And the conditions of energy integral and relativitic generalized Chaplygin equation are then obtained.
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