Quantum Instantons and Quantum Chaos

Blümel; Bohigas; Callan; Cametti; Coleman; Dolan; Eckhardt; Friedrich; Gutzwiller; Gutzwiller; H. Jirari; H. Kröger; Henon; Jackiw; Jirari; Jona-Lasinio; K.J.M. Moriarty; Khlopov; Kolb; McDonald; Rajaraman; Rankin; S.G. Rubin; Shuryak; Starobinsky; Starobinsky; Stöckmann; t'Hooft; t'Hooft; X.Q. Luo

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Quantum Instantons and Quantum Chaos

Authors: Blümel
Bohigas
Callan
Cametti
Coleman
Dolan
Eckhardt
Friedrich
Gutzwiller
Gutzwiller
H. Jirari
H. Kröger
Henon
Jackiw
Jirari
Jona-Lasinio
K.J.M. Moriarty
Khlopov
Kolb
McDonald
Rajaraman
Rankin
S.G. Rubin
Shuryak
Starobinsky
Starobinsky
Stöckmann
t'Hooft
t'Hooft
X.Q. Luo
Publication date: 5 February 2001
Publisher: 'Elsevier BV'
Doi

Abstract

Based on a closed form expression for the path integral of quantum transition amplitudes, we suggest rigorous definitions of both, quantum instantons and quantum chaos. As an example we compute the quantum instanton of the double well potential.Comment: Extended version with new figures. Text (LaTeX), 5 Figures (epsi files

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Last time updated on 05/06/2019