[FOM] AMS Special Session on ''Interactions Between Logic, Topology, and Complex Analysis"

Professor Matt Insall insall at mst.edu
Mon Mar 1 20:05:11 EST 2010

[Apologies for possible multiple postings.]


Special Session Announcement


    In co-operation with AMS Southeastern Section, the Special Session on
''Interactions Between Logic, Topology, and Complex Analysis'' will be held
on Saturday, 27 March and Sunday, 28 March, in Lexington, KY.  On Saturday,
our speakers will be:

  9:00 a.m.

Counterexamples to upper semicontinuity of the Kobayashi-Royden pseudonorm
for rough almost complex structures.

Adam Coffman*, Indiana University Purdue University Fort Wayne

Yifei Pan, Nanchang University and IPFW


9:30 a.m.

Nonstandard Analysis Applied to Ideal Boundaries.

Peter A. Loeb*, University of Illinois, Champaign-Urbana


10:00 a.m.

Divergent Fourier Analysis Using Degrees Of Observality and Solving
Undiscounted Infinite Horizon Optimization.

Takashi Gyoshin Nitta*, Mie University

Ives Peraire, Blase Pascal University

Dapeng Cai, Institute for Advanced Research, Nagoya University


10:30 a.m.

Polynomials constant on a hyperplane and CR maps of hyperquadrics.

Jiri Lebl*, University of Illinois at Urbana-Champaign

Han Peters, University of Amsterdam


Then, on Saturday afternoon, the presentations will be as follows:

2:30 p.m.

Valuations on o-minimal fields.

Jana Marikova*, Western Illinois University


3:00 p.m.

The Reverse Mathematics of General Topology.

Stephen G. Simpson*, Pennsylvania State University


3:30 p.m.

Bounded holomorphic functions on open Kaehler manifolds with negative

Jianguo Cao*, University of Notre Dame, USA

Mei-Chi Shaw, University of Notre Dame


4:00 p.m.

Using model theory to characterize when two classes of mappings coincide.

Paul Bankston*, Marquette University


4:30 p.m.

Ends of Topological Spaces.

Malgorzata A Marciniak*, The University of Toledo

Matt Insall, Missouri University of Science and Technology


5:00 p.m.

Signature Pairs of Group-Invariant Hermitian Polynomials

Dusty Grundmeier*, University of Urbana-Champaign


Abstract: In this talk, we study the signature pair for certain
group-invariant Hermitian polynomials arising in CR geometry.  These
polynomials induce group-invariant CR mappings from a sphere to a
hyperquadric.  For each finite subgroup of SU(2) we compute the
signature pair of the associated Hermitian polynomial.

Malgorzata Aneta Marciniak

Visiting Assistant Professor
The University of Toledo
2801 W. Bancroft
Toledo, OH 43606-3390
UH 4110K

Matt Insall, PhD 
Associate Professor of Mathematics 
Department of Mathematics and Statistics, suite 315
Missouri University of Science and Technology
(formerly University of Missouri - Rolla) 
400 W. 12th St. 
Rolla MO 65409-0020
insall at mst.edu
Effective Jan. 1, 2008, UMR became Missouri University of Science and
Technology (Missouri S&T)

PS:  visit lulu.com!

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