No.874
ホワイトノイズ解析と量子確率論
White Noise Analysis and Quantum Probability
　
1993/12/06〜1993/12/09
尾畑 伸明
Nobuaki Obata
　
目　次
　
1. THE AXIOMS OF PROBABILITY(White Noise Analysis and Quantum Probability)-----------------------------------------------------------1
　　　　Centro Matematico V.Volterra, Universita di Roma Tor Vergata　　　ACCARDI, LUIGI
　
2. Derivation property of the Levy laplacian(White Noise Analysis and Quantum Probability)-------------------------------------------8
　　　　CENTRO VITO VOLTERRA, DIPARTIMENTO DI MATEMATICA, UNIVERSITA DI ROMA TOR VERGATA / DEPARTMENT OF MATHEMATICS, SCHOOL OF SCIENCE, NAGOYA UNIVERSITY　　　ACCARDI, LUIGI / OBATA, NOBUAKI
　
3. Boson-Fermion Fock 空間上の無限次元解析(ホワイトノイズ解析と量子確率論)----------------------------------------------------------20
　　　　北海道大学理学部数学教室　　　新井 朝雄　(Arai, Asao)
　
4. A Unified System of Quantum Stochastic Differential Equations(White Noise Analysis and Quantum Probability)----------------------63
　　　　Institute of Physics, University of Tsukuba　　　有光 敏彦　(ARIMITSU, Toshihico)
　
5. Laplace Operators Associated with Hida Derivative in White Noise Analysis(White Noise Analysis and Quantum Probability)----------87
　　　　DEPARTMENT OF MATHEMATICS, SAITAMA UNIVERSITY　　　道工 勇　(DOKU, ISAMU)
　
6. The SAS Einstein Field Equations and a Central Extension of a Formal Loop Group(White Noise Analysis and Quantum Probability)----96
　　　　Department of Mathematics, Faculty of Science, Hiroshima University / Department of Management and Information Science, Shikoku University　　　HASHIMOTO, Takashi / SAWAE, Ryuichi
　
7. Entropy in Derived Towers of Subfactors(White Noise Analysis and Quantum Probability)-------------------------------------------106
　　　　茨城大学理学部　　　日合 文雄　(Hiai, F.)
　
8. Markov Semigroups on UHF C$^\ast$-algebras(White Noise Analysis and Quantum Probability)----------------------------------------120
　　　　東京都立大学　　　松井 卓　(Matsui, Taku)
　
9. 一次元SCHRODINGER作用素に対する準位統計(ホワイトノイズ解析と量子確率論)---------------------------------------------------------133
　　　　筑波大学数学系　　　南 就将　(MINAMI, NARIYUKI)
　
10. White Noise Calculus with Finite Degree of Freedom(White Noise Analysis and Quantum Probability)-------------------------------137
　　　　DEPARTMENT OF MATHEMATICS, SCHOOL OF SCIENCE, NAGOYA UNIVERSITY　　　OBATA, NOBUAKI
　
11. White Noise Approach to Quantum Stochastic Integrals(White Noise Analysis and Quantum Probability)-----------------------------156
　　　　DEPARTMENT OF MATHEMATICS, SCHOOL OF SCIENCE, NAGOYA UNIVERSITY　　　OBATA, NOBUAKI
　
12. Foundation of Quantum Entropy(White Noise Analysis and Quantum Probability)----------------------------------------------------168
　　　　Department of Information Sciences, Science University of Tokyo　　　Ohya, Masanori
　
13. Information Dynamics and Its Applications(White Noise Analysis and Quantum Probability)----------------------------------------180
　　　　Department Information Sciences, Science University of Tokyo　　　OHYA, Masanori
　
14. A group generated by the Levy Laplacian(White Noise Analysis and Quantum Probability)------------------------------------------192
　　　　Department of Mathematics, Meijo University　　　SAITO, KIMIAKI
　
15. Simple setting for white noise calculus using Bargmann space(White Noise Analysis and Quantum Probability)---------------------202
　　　　　　　YOKOI, Yoshitaka