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## Time Schedule (tentative)1st week
July 29 (Monday) [Lecture Hall]
9:00-9:30 Guidance 9:30-11:00 Toshiyuki Kobayashi (The University of Tokyo) "Introduction to Representation Theory of Real Reductive Lie Groups and Branching Problems" (Lecture 1) 11:30-13:00 Toshiyuki Kobayashi "Introduction to Representation Theory of Real Reductive Lie Groups and Branching Problems" (Lecture 2) [One-hour Lectures]
14:00-15:00 Huijun Fan (Peking University) "Hodge-de Rham theorem of Landau-Ginzburg model" 15:15-16:15 Jongil Park (Seoul Natinal University) "On the n-sphere S ^{n}"
16:30-17:30 Victoria Vediushkina (Moscow State University) "The topology of the generalized billiards bounded by arcs of the confocal quadrics" July 30 (Tuesday) [Room 117]
9:30-11:00 Shuji Saito (The University of Tokyo) "Introduction to local class field theory" (Lecture 1) 11:30-13:00 Yasuyuki Kawahigashi (The University of Tokyo) "Introduction to operator algebras and their applications to mathematical physics" (Lecture 1) [One-hour Lectures]
14:00-15:00 Shigeki Aida (The University of Tokyo) "Stochastic differential equations and rough paths" 15:15-16:15 Kazuhiro Ishige (The University of Tokyo) "Concavity properties for elliptic and parabolic equations" 16:30-17:30 Alexandre Ivanov (Moscow State University) "Optimal Connections Problems and Geometry of Hausdorff and Gromov-Hausdorff Distances" July 31 (Wednesday) [Room 117]
9:30-11:00 Shuji Saito "Introduction to local class field theory" (Lecture 2) 11:30-13:00 Yasuyuki Kawahigashi "Introduction to operator algebras and their applications to mathematical physics" (Lecture 2) 14:30-16:00 Yasuyuki Kawahigashi "Introduction to operator algebras and their applications to mathematical physics" (Lecture 3) 16:30-18:00 Toshiyuki Kobayashi "Introduction to Representation Theory of Real Reductive Lie Groups and Branching Problems" (Lecture 3) August 1 (Thursday) [Room 117]
9:30-11:00 Shuji Saito "Introduction to local class field theory" (Lecture 3) 11:30-13:00 Shuji Saito "Introduction to local class field theory" (Lecture 4) 14:00-15:30 Toshiyuki Kobayashi "Introduction to Representation Theory of Real Reductive Lie Groups and Branching Problems" (Lecture 4) 16:00-17:30 Toshiyuki Kobayashi "Introduction to Representation Theory of Real Reductive Lie Groups and Branching Problems" (Lecture 5) August 2 (Friday) [Room 117]
9:30-11:00 Shuji Saito "Introduction to local class field theory" (Lecture 5) 11:30-13:00 Yasuyuki Kawahigashi "Introduction to operator algebras and their applications to mathematical physics" (Lecture 4) 14:00-15:30 Yasuyuki Kawahigashi "Introduction to operator algebras and their applications to mathematical physics" (Lecture 5) 2nd week
August 5 (Monday) [Room 117]
10:00-11:30 Cheol-Hyun Cho (Seoul Natinal University) "Introduction to symplectic geometry toward mirror symmetry" (Lecture 1) 13:30-15:00 Zhiyu Tian (Peking University) "Geometry of projective varieties: an introduction" (Lecture 1) 15:30-17:00 Georgiy Sharygin (Moscow State University) "Introduction to K-theory and its applications" (Lecture 1) August 6 (Tuesday) [Room 117]
10:00-11:30 Zhiyu Tian "Geometry of projective varieties: an introduction" (Lecture 2) 13:30-15:00 Georgiy Sharygin "Introduction to K-theory and its applications" (Lecture 2) 15:30-17:00 Cheol-Hyun Cho "Introduction to symplectic geometry toward mirror symmetry" (Lecture 2) August 7 (Wednesday) [Room 117]
10:00-11:30 Georgiy Sharygin "Introduction to K-theory and its applications" (Lecture 3) 13:30-15:00 Cheol-Hyun Cho "Introduction to symplectic geometry toward mirror symmetry" (Lecture 3) 15:30-17:00 Zhiyu Tian "Geometry of projective varieties: an introduction" (Lecture 3) August 8 (Thursday) [Room 117]
10:00-11:30 Cheol-Hyun Cho "Introduction to symplectic geometry toward mirror symmetry" (Lecture 4) 13:30-15:00 Zhiyu Tian "Geometry of projective varieties: an introduction" (Lecture 4) 15:30-17:00 Georgiy Sharygin "Introduction to K-theory and its applications" (Lecture 4) August 9 (Friday) [Room 117]
10:00-11:30 Zhiyu Tian "Geometry of projective varieties: an introduction" (Lecture 5) 13:30-15:00 Georgiy Sharygin "Introduction to K-theory and its applications" (Lecture 5) 15:30-17:00 Cheol-Hyun Cho "Introduction to symplectic geometry toward mirror symmetry" (Lecture 5) |