The University of Texas at Dallas
close menu

Colloquium AY 17-18

UT Dallas > Mathematical Sciences > Colloquium > Colloquium AY 17-18

Colloquium AY 17-18

Date/Room/Host Speaker/Institution Title/Abstract
April 13 Alessandro Arsie

Mathematics and Statistics

U. Toledo

Bi-flat F-manifolds and Integrable Conservation Laws – an overview
April 6 Kimihiro Noguch

Statistics

U. Western Washington

Simultaneous Visual Representations of the Effect Sizes and Measures of Statistical Significance
March 30

1 p.m.

FN 2.102

Snigdhansu Chatterjee

Statistics

U. Minnesota

Geometric Statistics for High-Dimensional Data Analysis
March 30 Louis H Kauffman

Math

U of Illinois at Chicago

Distinguished Colloquium

Virtual Link Cobordism

March 23 Jack Xin

Math

UC Irvine

Distinguished Colloquium

Non-convex Relaxation Methods in Data Science

March 9 Li Wang

Math

UT Arlington

Bilevel Polynomial Programs and Semidefinite Relaxation Methods
March 2 Ronald Butler

Statistics

SMU

Verbotenland: Inversion of moment generating functions using values in its analytic continuation
Feb. 23 Emily Grosholz

English and Philosophy

Penn State

The Growth of Mathematical Knowledge
Feb. 9, 2 p.m.

FO 3.606

Peter R. Wolenski

Math, LSU

A Survey of Fully Convex Control problems
Feb. 9

GR 3.420

Niharika Challapalli

UTD

Compressed Sensing and its approaches to Control Systems
Nov. 17
2 p.m.
Svetlozar Rachev

Texas Tech

Option Pricing with Greed and Fear Factor: The Rational Finance Approach
Nov. 10 Jingyong Su

Texas Tech

Rate-Invariant Analysis of Trajectories on Manifolds
Nov. 3 Frank Sottile

Texas A&M

Distinguished Colloquium

Galois groups in Enumerative Geometry and Applications

Oct. 20 Augusto Visintin

Trento, Italy

Compactness and Structural Stability of Nonlinear Flows
Oct. 6 Józef H. Przytycki

George Washington University

Adventures of a knot theorist in the word of homological algebra
Sept. 29 K.N. Murty

Andhra University, India

Qualitative properties of first order matrix systems involving kronecker product of matrices
Sept. 8

3-4 p.m.

SLC 1.202

Zhaosheng Feng

University of Texas-Rio Grande Valley

Symmetry Analysis to the KdV-Burgers-Kuramoto equation