Fluctuating paths and fields : festschrift dedicated to Hagen Kleinert on the occasion of his 60th birthday
Fluctuating paths and fields : festschrift dedicated to Hagen Kleinert on the occasion of his 60th birthday
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波动的路径和田野：纪念哈根·克莱纳特 (Hagen Kleinert) 60 岁生日的纪念文集
DOI：
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发表时间：
2001
期刊：
影响因子：
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通讯作者：
H. Schmidt
中科院分区：
文献类型：
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作者：
W. Janke;A. Pelster;M. Bachmann;H. Schmidt
第1部分路径积分与量子力学：半经典量子力学——一种路径积分方法，B.R. Holstein关于非赫尔墨斯哈密顿谱实在性的猜想，C.M. Bender等对“q”形变物体的时间变换方法，a . Inomata表征体积形式，P. Cartier等Vassiliev不变量和泛函积分，L.H. Kauffman。第二部分量子场论：Randall-Sundrum背景下Kaluza-Klein费米子影响下的动力学费米子质量，H. Abe et al .从Z算子到“SO（10）”，中微子振荡，夸克部分子分布的费米-狄拉克函数，F. Buccella。第三部分变分摄动理论：关于多体理论中路径积分变分方法的注解，J.T. Devreese。C. Bagnuls和C. Bervillier从超流体3He到三重态超导体Sr2RuO4， K. Maki和H. Won。第五部分：拓扑效应、弦和膜：用Grassmann变量描述涡度及其对超对称的扩展，R. Jackiw，凝聚态物质的非平衡世界线对偶，R. j . Rivers随机路径和刚性曲面，B. Durhuus路径积分，C. Kiefer。(部分内容)。
Part 1 Path integrals and quantum mechanics: semiclassical quantum mechanics - a path-integral approach, B.R. Holstein conjecture on the reality of spectra of non-Hermetian Hamiltonians, C.M. Bender et al time-transformation approach to "q"-deformed objects, A. Inomata characterizing volume forms, P. Cartier et al Vassiliev invariants and functional integration, L.H. Kauffman. Part 2 Quantum field theory: dynamical fermion masses under the influence of Kaluza-Klein fermions in Randall-Sundrum background, H. Abe et al from Z operator to "SO(10)", neutrino oscillations, and Fermi-Dirac functions for quark parton distributions, F. Buccella. Part 3 Variational perturbation theory: note on the path-integral variational approach in many-body theory, J.T. Devreese. Part 4 Phase transitions and critical phenomena: nanosymptotic critical behaviour from field theory, C. Bagnuls and C. Bervillier from superfluid 3He to triplet superconductor Sr2RuO4, K. Maki and H. Won. Part 5 Topological effects, strings and membranes: description of vorticity by Grassmann variables and an extension to supersymmetry, R. Jackiw non-equilibrium worldline duality in condensed matter, R.J. Rivers random paths and surfaces with rigidity, B. Durhuus path integrals in quantum cosmology, C. Kiefer. (Part contents).