Quantum Chaos in Generic Systems (量子力学とカオス--基礎的問題からナノサイエンスまで)
スポンサーリンク
概要
- 論文の詳細を見る
この論文は国立情報学研究所の電子図書館事業により電子化されました。In this paper I offer an overview of the problem of energy level statistics in generic Hamiltonian systems, where classically we have regular motion on invariant tori for some initial conditions, and chaotic motion for some other complementary initial conditions. We look at this problem in the semiclassical limit of sufficiently small effective Planck's constant h_<eff>, assuming that we do have enough objects (asymptotically infinitely many) to define the statistics in this limit.
- 物性研究刊行会の論文
- 2004-08-20
著者
-
Robnik Marko
Camtp - Center For Applied Mathematics And Theoretical Physics University Of Maribor
-
ROBNIK Marko
CAMTP-Center for Applied Mathematics and Theoretical Physics, University of Maribor
関連論文
- Randomness of Classical Chaotic Motion
- Quantum Chaos in Generic Systems(Quantum Mechanics and Chaos)
- The Notion and Aspects of Quantum Integrability (量子系およびマクロ系におけるカオスと非線形動力学)
- Quantum Chaos in Generic Systems (量子力学とカオス--基礎的問題からナノサイエンスまで)
- Accuracy of the WKB Approximation : The Case of General Quartic Potential
- High Order WKB Prediction of the Energy Splitting in the Symmertic Double Well Potential
- Quantum Chaos in Generic Systems (量子力学とカオスのボーダーにおける基礎的問題)