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关于(Ut,t0)算符及其无限时刻极限的性质的探讨
INVESTIGATION ON THE PROPERTIES OF U(t,t0) AND ITS LIMIT AT INFINITE TIME
【摘要】 不依赖于特设的极限定义求出了U(t,t_o)算符在t,t_o→±∞时的极限,并对于GelI-Mann和Goldberger的极限定义的性质进行了讨论。 此外,把U(t,t_o)及其极限的形式加以扩充,概括了阻尼理论和散时理论的各种类型的微扰公式。
【Abstract】 The correct limit of U(t,t0) is obtained without introducing any adiabatic device when the limit t0→±∞ is properly taken. Discussion are given on the properties of the special limiting process proposed by Gell-Mann and Goldberger.In addition, the formal expression of U(t,t0) and its limit is generalized to comprise various forms of perturbation formalism of damping and scattering.
- 【文献出处】 北京大学学报(自然科学) , 编辑部邮箱 ,1958年02期
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