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ID:15171838
大小:5.60 MB
页数:682页
时间:2018-08-01
《(ebook - pdf) - classical and quantum chaos》由会员上传分享,免费在线阅读,更多相关内容在学术论文-天天文库。
1、ClassicalandQuantumChaosPredragCvitanovi´c–RobertoArtuso–FreddyChristiansen–PerDahlqvist–RonnieMainieri–HansHenrikRugh–GregorTanner–G´aborVattay–NiallWhelan–AndreasWirzba—————————————————————-version7.0.1Aug6,2000printedAugust24,2000www.nbi.dk/ChaosBook/commentsto:predrag
2、@nbi.dkContentsContributors.................................ii1Overture11.1Whythisbook?.............................21.2Chaosahead..............................31.3Agameofpinball............................41.4Periodicorbittheory..........................121.5Evolutionope
3、rators..........................171.6Fromchaostostatisticalmechanics..................201.7Semiclassicalquantization.......................211.8Guidetoliterature...........................23Guidetoexercises.............................25Resum´e............................
4、......26Exercises..................................302Trajectories312.1Flows..................................312.2Maps...................................362.3Infinite-dimensionalflows.......................40Exercises..................................473Localstability513.1
5、Flowstransportneighborhoods....................513.2Linearstabilityofmaps........................563.3Billiards.................................56Exercises..................................604Transportingdensities634.1Measures................................644.2Densityev
6、olution............................654.3Invariantmeasures...........................664.4Evolutionoperators..........................68Resum´e..................................72Exercises..................................73iiiCONTENTS5Averaging775.1Dynamicalaveraging.....
7、.....................775.2Evolutionoperators..........................83Resum´e..................................87Exercises..................................896Traceformulas916.1Traceofanevolutionoperator....................916.2Anasymptotictraceformula..................
8、...98Resum´e..................................100Exercises..................................1017
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