第18回名古屋国際数学コンファレンス information geometry and … · 2019. 2. 7. ·...

Information Geometry and Afﬁne Differential Geometry III Shun-ichi Amari (Riken) Frédéric Barbaresco (Thales) Michel Nguiffo Boyom (U. Montpellier) Shinto Eguchi (ISM) Hitoshi Furuhata (Hokkaido U.) Hiroto Inoue (Kyushu U.) Hideyuki Ishi (Nagoya U.) Amor Keziou (U. Reims) Takashi Kurose (Kwansei G. U.) Yongdo Lim (Sungkyunkwan U.) Hiroshi Matsuzoe (Nagoya I. T.) Atsumi Ohara (U. Fukui) Philippe Regnault (U. Reims) Tatsuo Suzuki (Shibaura I.T.) Jun Zhang (U. Michigan) The 18th International Conference, Graduate School of Mathematics, Nagoya University 第18回名古屋国際数学コンファレンス http://www.math.nagoya-u.ac.jp/en/research/conference/2018/info-geom-3.html Period March 27–29, 2019 Place Speakers Hideyuki Ishi (Nagoya U.) Hiroshi Matsuzoe (Nagoya I. T.) Atsumi Ohara (U. Fukui) Jun Zhang (U. Michigan) Organizing Committee Hideyuki Ishi ([email protected]) Contact Graduate School of Mathematics, Nagoya University

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Page 1: 第18回名古屋国際数学コンファレンス Information Geometry and … · 2019. 2. 7. · Information Geometry and Afﬁne Differential Geometry III Shun-ichi Amari (Riken)

Information Geometry and Affine Differential Geometry III

Shun-ichi Amari (Riken)Frédéric Barbaresco (Thales)Michel Nguiffo Boyom (U. Montpellier)Shinto Eguchi (ISM)Hitoshi Furuhata (Hokkaido U.)Hiroto Inoue (Kyushu U.)Hideyuki Ishi (Nagoya U.)Amor Keziou (U. Reims)Takashi Kurose (Kwansei G. U.)Yongdo Lim (Sungkyunkwan U.)Hiroshi Matsuzoe (Nagoya I. T.)Atsumi Ohara (U. Fukui)Philippe Regnault (U. Reims)Tatsuo Suzuki (Shibaura I.T.)Jun Zhang (U. Michigan)

The 18th International Conference, Graduate School of Mathematics, Nagoya University第18回名古屋国際数学コンファレンス

http://www.math.nagoya-u.ac.jp/en/research/conference/2018/info-geom-3.html

Period March 27–29, 2019Place

Speakers

Hideyuki Ishi (Nagoya U.)Hiroshi Matsuzoe (Nagoya I. T.)Atsumi Ohara (U. Fukui)Jun Zhang (U. Michigan)

Organizing Committee

Hideyuki Ishi ([email protected])

Contact

Graduate School of Mathematics, Nagoya University

SPACES OF CONSTANT CURVATURE · 2019-02-12 · [1] Prehomogeneous afﬁne representations and ﬂat pseudo–riemannian manifolds, to ap-pear in “Handbook of pseudo-Riemannian geometry

เรขาคณิต (Geometry)

Geometry II