The following is the program of the last year's Hayama Symposium on Sevral Complex Variables (= Winter Seminar in Complex Analysis in Several Variables) which was financially supported by Grant-in-Aid for Scientific Research in 1996 represented by Y. Imayoshi and J. Kajiwara.
Dates : December 22-25, 1996.
Place : Shonan Village Center, Hayama, Kanagawa, Japan.
December 22
14:30 - 15:30 Takashi Nitta (Mie Univ.): Hypergeometric function in
Yang-Mills theory.
15:45 - 16:45 Yukinobu Adachi: Hyperbolic geometry on the projective
plane with lacunary a curve whose number of irreducible components $ \ge
4 $.
17:00 - 18:00 Makoto Abe (Oshima Nat. College of Maritime Tech.) and
Mikio Furushima (Hiroshima Univ.): Analogue of the Serre problem on fiber
bundles.
December 23
09:00 - 10:20 Akira Fujiki (Osaka Univ.): Twistor spaces associated
to self-dual 4-manifolds. Introduction and survey.
11:00 - 12:00 Min Ru: The second main theorem for moving targets on
parabolic manifolds.
13:50 - 14:50 Kang-Tae Kim (Pohang Univ. of Sci. and Tech.): Moduli
of holomorphic branched coverings of the unit ball in complex dimension
two.
15:00 - 16:00 Norman Levenberg (Univ. of Auckland): Polynomial Hulls.
16:40 - 17:40 Kenichi Yoshikawa (Nagoya Univ.): Smoothing of isolated
hypersurface singularities and the Quillen metric.
December 24
09:00 - 10:20 Akira Fujiki (Osaka Univ.): Twistor spaces associated
to self-dual 4-manifolds. Toward a conjecture of Joyce.
11:00 - 12:00 Gerd Dethloff (Osaka Univ.): Jetmetrics and hyperbolic
manifolds.
13:50 - 14:50 Sanghyun Cho (Pusan Nat. Univ.): On the extension
of CR-structures.
15:00 - 16:00 Kenzo Adachi (Nagasaki Univ.): Integral representation
in pseudoconvex domains and some applications.
16:40 - 17:40 Naomasa Ueki (Himeji Univ.): An application of the Malliavin
calculus to the $ \bar\partial $-Neumann problem with infinite degeneracy.
December 25
08:50 - 09:50 Tomohiro Okuma (Tsukuba Univ.): On -plurigenera
of normal surface singularities.
10:20 - 11:20 Masataka Tomari (Kanazawa Univ.): Theory of filtered
rings and filtered blowing ups and singularities on complex spaces of
dimensions 2 and 3.