Feynman Path Integrals and the Classical Limit

机译：费曼路径积分与经典极限

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The author discusses the properties of the Feynman path integral required for its use in semiclassical treatment of the Schroedinger equation. (ERA citation 12:024165)

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作者
Rezende, J.;
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年度 1985
页码 1-16
总页数 16
原文格式 PDF
正文语种 eng
中图分类工业技术;
关键词
Feynman Path Integral; Quantum Mechanics; Analytical Solution; Hamiltonians; Measure Theory; Power Series; Schroedinger Equation; Semiclassical Approximation;

机译：Feynman路径积分;量子力学;解析解; Hamiltonian;测度理论;幂级数; schroedinger方程;半经典逼近;

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3. The second term of the semi-classical asymptotic expansion for Feynman path integrals with integrand of polynomial growth [J] . Daisuke Fujiwara, Naoto Kumano-GO Journal of the Mathematical Society of Japan . 2006,第3期

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4. Classical Optics, Rays and Waves: Duality from the Feynman Path Integral [C] . J. Babington EOS topical meeting on diffractive optics . 2019

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5. Application of the Feynman path integrals to the light beam propagation and imaging in random media [D] . Charnotskii, Mikhail Igorevich 1998

机译：费曼路径积分在随机介质中光束传播和成像中的应用
6. Feynman Paths and Weak Values [O] . Robert Flack, Basil J. Hiley 2018

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7. Phase Space Feynman Path Integrals : as Analysis on Path Space via Piecewise Constant Paths (Introductory Workshop on Feynman Path Integral and Microlocal Analysis) [O] . KUMANO-GO Naoto 2012

机译：Feynman路径相空间积分：通过分段恒定路径进行路径空间分析（Feynman路径积分和微局部分析入门研讨会）
8. Feynman Path Integral and Poisson Processes with Piecewise Classical Paths. [R] . Combe, P., Hoegh-Krohn, R., Rodriguez, R., 1980

机译：具有分段经典路径的Feynman路径积分和poisson过程。

Feynman Path Integrals and the Classical Limit

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