Harmonic Analysis and its Applications at Osaka

November 15(Mon)--17(Wed), 2004

Osaka Kyoiku University, Tennoji Campus
Central building (Chuoukan), Room 215

4-88 Minami Kawahoricho, Tennoji, Osaka 543-0054, Japan

Osaka Castle

[Access] [Access and others (Japanese)]
Real Analysis Symposium 2004, November 12--14 (Japanese)

Proceedings

Photos

Speakers:


Program:

November 15 (Mon)

9:00--10:00
Alexander Volberg (Michigan State Univ., U.S.A.; 1st lecture) abstract(dvi)
Multiscale analysis of non-homogeneous Calder\'on-Zygmund opeartors and Calder\'on-Zygmund capacities, I

10:20--11:20
Leszek Skrzypczak (Adam Mickiewicz Univ., Poland) abstract(pdf) abstract(dvi)
Heat extensions, atomic decompositions and Sobolev embeddings on manifolds with bounded geometry

11:40--12:40
Gaven J. Martin (Univ. of Auckland, New Zealand; 1st lecture) abstract(txt)
The Beltrami equation in the degenerate case

14:30--15:30
Wayne Lawton (National Univ. of Singapore, Singapore) abstract(txt)
Approximation of functions with constraints by trigonometric polynomials with applications to wavelet design

15:50--16:50
Hiroaki Aikawa (Shimane Univ., Japan) abstract(pdf)
Characterization of a uniform domain by the boundary Harnack principle

November 16 (Tue)

9:00--10:00
Andreas Seeger (Univ. of Wisconsin-Madison, U.S.A.; 1st lecture) abstract(pdf)
Averages over curves in R^3 and associated maximal functions

10:20--11:20
Hitoshi Arai (The Univ. of Tokyo, Japan) abstract(pdf)
Applications of wavelets to the perception of visual information

11:40--12:40
Gaven J. Martin (2nd lecture) abstract(txt)
Extremal mappings of finite distortion

14:30--15:30
Alexander Volberg (2nd lecture) abstract(dvi)
Multiscale analysis of non-homogeneous Calder\'on-Zygmund opeartors and Calder\'on-Zygmund capacities, II

15:50--16:50
XU Bin (Tokyo Institute of Technology, Japan) abstract(pdf)
Asymptotic behaviour of eigenvalues and L^2 normalized eigenfunctions of the Laplace-Beltrami operators on compact Riemannian manifolds

18:00--
Banquet, Tennouji Toei Hotel

November 17 (Wed)

9:00--10:00
Shuichi Sato (Kanazawa Univ., Japan) abstract(dvi) abstract(ps)
Weighted estimates for the maximal functions defined by Fourier multipliers associated with homogeneous functions

10:20--11:20
Mitsuru Sugimoto (Osaka Univ., Japan) abstract(pdf)
Global boundedness theorems for Fourier integral operators associated with canonical transformations

11:40--12:40
Andreas Seeger (2nd lecture) abstract(pdf)
Maximal functions associated to Mikhlin-H\"ormander multipliers


Organizer:


2004/6/10, 2004/11/20
Eiichi Nakai, Osaka Kyoiku University
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