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Professor Xiaobo Liu
Tue May 9, 2006
4:00 pm
Joint UCSD
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Dana Clahane
Tue May 2, 2006
3:00 pm
We discuss the problem of extending a recent
result due to G. Gunatillake concerning fixed points of
analytic self-maps of the disk and the spectrum (relative to
weighted Hardy spaces) of a compact weighted composition
operator induced by such a map and a weight function that is
bounded away from zero to a general class of Hilbert spaces
over...
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Professor Shanyu Ji
Tue Apr 25, 2006
3:00 pm
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Professor Nordine Mir
Tue Apr 18, 2006
3:00 pm
The goal of the talk is to discuss some recent results
(obtained in
joint work with Bernhard Lamel) concerning the structure of the
local and
global groups of CR automorphisms of real-analytic CR manifolds,
whose
levi-form is allowed to degenerate. We will mainly focus on the
class of
real-analytic hypersurfaces containing no holomorphic curves...
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Professor Raanan Schul
Tue Mar 7, 2006
3:00 pm
Given a set $K$ in a metric space $M$ one may ask when is $K$ contained in
$\Gamma$, a connected set of finite 1-dimensional Hausdorff length, and
for estimates on the minimal length of such a $\Gamma$ (up to
multiplicative constants). This was first answered for $M$ = the
Euclidean plane by P. Jones and extended to $M=R^d$ by K. Okikiolu....
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Professor XiaoJun Huang
Thu Mar 2, 2006
4:00 pm
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Masayoshi Kaneda
Tue Nov 22, 2005
3:00 pm
One of the most interesting questions in the operator space
theory was ``What are the possible operator algebra products a given
operator space can be equipped with?''. In my Ph.D. thesis, I answered
this question using quasi-multipliers and the Haagerup tensor product.
Quasi-multipliers of operator spaces were defined by Paulsen in late
2002 as...
