## RIMS Workshop ``Representation Theory and Analysis on Homogeneous Spaces"

OrganizerFHideko Sekiguchi (University of Tokyo)

August 21, 14:00 -- August 24, 12:00, 2006

Room 420, RIMS, Kyoto University

### Program

August 21 (Mondayj
14:00 -- 14:50 Nobuhiko Tatsuuma
Duality Theorem for Inductive Limit Groups of Direct Product Type
15:05 -- 15:55 Toshiyuki Kobayashi (RIMS)
On Compact Locally Symmetric Spaces
16:10 -- 17:00 Toshio Oshima (University of Tokyo)
Systems of differential equations with regular singlarities
August 22 (Tuesday)
10:00 -- 10:50 Masahiko Kanai (Nagoya University)
Rigidity of the Weyl chamber flow
and the classical vanishing theorems of Weil and Matsushima
11:05 -- 11:55 Ken-ichi Yoshikawa (University of Tokyo)
A duality between K3 surfaces and Del Pezzo surfaces
13:30 -- 14:20 Taro Yoshino (RIMS)
No English Title
14:35 -- 15:25 Kazuko Konno (Fukuoka University of Education) -- Takuya Kon-no (Kyushu University)
On doubling construction for real unitary dual pairs
15:40 -- 16:10 Yasufumi Hashimoto (Kyushu University)
Analytic properties of prtial zeta functions
August 23 (Wednesday)
10:00 -- 10:50 Atsumu Sasaki (Waseda University)
Visible actions on irreducible multiplicity-free spaces
11:05 -- 11:55 Katsuhiko Kikuchi (Kyoto University)
Invariant polynomials and invariant differential operators
for multiplicity-free actions of rank 3
13:30 -- 14:20 Takayuki Oda (University of Tokyo) -- Masao Tsuzuki (Sophia University)
The secondary spherical functions and Green currents for certain symmetric pairs
14:35 -- 15:25 Gen Mano (RIMS)
A continuous family of unitary representations with two hidden symmetries--an example
15:40 -- 16:30 Noriyuki Abe (University of Tokyo)
Jacquet modules of principal series generated by the trivial $K$-type
August 24 (Thursday)
10:00 -- 10:50 Minoru Itoh (Kagoshima University)
Schur type functions associated to polynomial sequences of binomial type
@ and eigenvalues of central elements of universal enveloping algebras
11:10 -- 12:00 Junko Inoue (Tottori University)
A characterization of certain spaces of $C^\infty$-vectors
of irreducible representations of solvable Lie groups