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Statistical properties for the vibrational energy levels of OCS
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作者 XIE Daiqian & LU YuhuiInstitute of Theoretical and Computational Chemistry, Department of Chemistry, Nanjing University, Nanjing 210093, China Department of Chemistry, Sichuan University, Chengdu 610064, China 《Chinese Science Bulletin》 SCIE EI CAS 2002年第8期641-643,共3页
A potential energy surface for the electronic ground state of carbonyl sulfide was optimized by using a self-consistent configuration-interaction method and involving the recently observed vibrational band origins up ... A potential energy surface for the electronic ground state of carbonyl sulfide was optimized by using a self-consistent configuration-interaction method and involving the recently observed vibrational band origins up to 8000 cm-1. With the optimized potential, the vibrational energy levels of OCS up to 15000 cm-1 were computed using the discrete variable representation method and Lanczos algorithm. Approximately 480 vibrational energy levels were identified. The statistical investigation showed that the vibrational energy levels of OCS up to 15000 cm-1 are largely regular. 展开更多
关键词 OCS potential energy surface VIBRATIONAL SPECTRA sta-tistical property.
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Statistical Structures on Metric Path Spaces
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作者 Mircea CRASMAREANU Cristina-Elena HRET CANU 《Chinese Annals of Mathematics,Series B》 SCIE CSCD 2012年第6期889-902,共14页
The authors extend the notion of statistical structure from Riemannian geometry to the general framework of path spaces endowed with a nonlinear connection and a generalized metric.Two particular cases of statistical ... The authors extend the notion of statistical structure from Riemannian geometry to the general framework of path spaces endowed with a nonlinear connection and a generalized metric.Two particular cases of statistical data are defined.The existence and uniqueness of a nonlinear connection corresponding to these classes is proved.Two Koszul tensors are introduced in accordance with the Riemannian approach.As applications,the authors treat the Finslerian (α,β)-metrics and the Beil metrics used in relativity and field theories while the support Riemannian metric is the Fisher-Rao metric of a statistical model. 展开更多
关键词 Semispray Nonlinear connection Metric path space Statistical struc-ture SKEWNESS Koszul tensors (~ ~)-metric Beil metric Rayleigh sta-tistical structure Fisher-Rao metric Statistical model
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