Seminars

Math-Fi seminar on 12 Oct.

2017.10.03 Tue up
  • Date: 12 Oct. (Thu.)
  • Place: W.W. 6th-floor, Colloquium Room
  • TIme: 16:30-18:00
  • Speaker: Roland Friedrich (Saarland University)
  • Title: Operads and Stochastic Calculus

Math-Fi seminar on 5 Oct.

2017.10.03 Tue up
  • Date: 5 Oct. (Thu.)
  • Place: W.W. 6th-floor, Colloquium Room.
  • Time: 16:30-18:00
  • Speaker: Dai Taguchi (Osaka university)
  • Title: Semi-implicit Euler-Maruyama approximation for non-colliding particle systems

Math-Fi seminar on 21 Sep.

2017.09.19 Tue up
  • Date: 21 Sep. (Thu.)
  • Place : W.W. 6th-floor, Colloquium Room
  • Time: 16:30-18:00
  • Speaker: Yuuki Ida (Ritsumeikan university)
  • Title: A Fractional PCOC.

Math-Fi seminar on 7 Sep.

2017.09.05 Tue up
  • Date: 7 Sep. (Thu.)
  • Place: W.W. 6th-floor, Colloquium Room
  • Time: 16:30-18:00
  • Speaker: Makoto Yamazato (Tokyo Woman’s Christian university)
  • Title: リスク過程の破産確率について

Math-Fi seminar on 29 Aug.

2017.08.25 Fri up
  • Date: 29 Aug. (Tue.)
  • Place: W.W. 6th-floor, Colloquium Room
  • Time: 17:00-18:30
  • Speaker: Pham Hai Ha (Hochimin)
  • Title: Default Contagion with Domino Effect –A First Passage Approach

Math-Fi seminar on 24 Aug.

2017.08.22 Tue up
  • Date: 24 Aug. (Thu.)
  • Place: W.W. 6th-floor, Colloquium Room
  • Time: 16:30-18:00
  • Speaker: Kevkhishvili Rusudan (Kyoto University)
  • Title: An Application of Time Reversal to Credit Risk Management

Math-Fi seminar on 27 Jul.

2017.07.24 Mon up
  • This seminar is canceled/postponed.

Math-Fi seminar on 13 Jul.

2017.07.11 Tue up
  • Date: 13 July (Thu.)
  • Place: W.W. 6th-floor, Colloquium Room
  • Time: 16:30-18:00
  • Speaker: Yoshihiro Ryu(Ritsumeikan univ.)
  • Title: An introduction to quantum stochastic analysis

Math-Fi seminar on 6 Jul.

2017.07.04 Tue up
  • Date: 6 July (Thu.)
  • Place: W.W. 6th-floor, Colloquium Room
  • Time: 16:30-18:00
  • Speaker: Kenji Yasutomi (Ritsumeikan univ.)
  • Title: standard probability space and “standard  measurable space”
  • Abstract: In this talk, “standard measurable space” means “standard probability space without probability measure”.Since the “standardness” depends on probability measure, this is not so trivial. This kind of spaces are good for somethings, for example, for regular conditional probability, for independent complement.And, the spaces are enough common. Actually it include any Polish spaces.

Math-Fi seminar on 22 Jun.

2017.06.20 Tue up
  • Date: 22 June (Thu.)
  • Place: W.W. 6th-floor, Colloquium Room
  • Time: 16:30-18:00
  • Speaker: Takahiro Aoyama (Okayama univ.)
  • Title: Composed order statistics and multivariate compound Poisson processes

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