Monday,
November 16, 2009
3:00-4:00pm, MAGC1.410
”CH
Hierarchy”
Dr. Zhijun Qiao, Department of Mathematics, The University of Texas - Pan American
Monday,
November 9, 2009
3:00-4:00pm, MAGC1.410
”CH
Equation”
Dr. Zhijun Qiao, Department of Mathematics, The University of Texas - Pan American
Monday,
November 2, 2009
3:00-4:00pm, MAGC1.410
”
One- and Two-dimensional Toda Lattices and Their Applications: Part
II ”
Dr. Bao-Feng Feng, Department of Mathematics, The University of Texas - Pan American
Monday,
October 26, 2009
3:00-4:00pm, MAGC1.410
”
One- and Two-dimensional Toda Lattices and Their Applications: Part I
”
Dr. Bao-Feng Feng, Department of Mathematics, The University of Texas - Pan American
Friday,
October 16, 2009
3:00-4:00pm, MAGC1.302
"Orthogonal
polynomials on the unit circle and spectral transformations"
Dr. Luis E. Garza, Universidad Autónoma de Tamaulipas, Matamoros
Monday,
October 12, 2009
3:00-4:00pm, MAGC1.410
"Systems
of Differential Equations for Modular Forms"
Dr. Tim Huber, Department of Mathematics, The University of Texas - Pan American
Monday,
September 28, 2009
3:00-4:00pm, MAGC1.410
"Geometry
of Integrable Lattice Hierarchies, Part II"
Dr. Virgil Pierce, Department of Mathematics, The University of Texas - Pan American
Monday,
September 21, 2009
3:00-4:00pm, MAGC1.410
"Geometry
of Integrable Lattice Hierarchies"
Dr. Virgil Pierce, Department of Mathematics, The University of Texas - Pan American
Thursday,
February 12, 2009
1:10-2:25pm, MAGC1.212
"New
Integrable Equations with Non-smooth Solitons"
Dr. Zhijun Qiao and Mr. Xianqi Li, Department of Mathematics, The University of Texas - Pan American
Saturday,
January 24 , 2009
9:50-18:00pm, MAGC1.318
First South Texas Algebra Colloquium
Tuesday,
September 23, 2008
2:30-3:30pm, MAGC1.410
"Orthogonal
and skew-orthogonal polynomials on the real line, Part II"
Dr. Virgil Pierce, Department of Mathematics, The University of Texas - Pan American
Tuesday,
September 16, 2008
2:30-3:30pm, MAGC1.410
"Orthogonal
and skew-orthogonal polynomials on the real line"
Dr. Virgil Pierce, Department of Mathematics, The University of Texas - Pan American Abstract: Orthogonal polynomials on the real line have a number of applications in mathematics such as efficient numerical approximation of integrals. They are defined by orthogonality with respect to an inner product on the real line and describe the Toda Lattice hierarchy. Orthogonal polynomials on the real line are uniquely determined as the solutions of a 2 x 2 matrix Riemann-Hilbert problem. Skew-orthogonal polynomials are defined with respect to a skew-inner product on the real line and describe the Pfaff Lattice hierarchy. We will show that in some special situations they are determined as the solutions of a large (as in > 2 x 2) matrix Riemann-Hilbert problem. This talk will only presume a knowledge of Cauchy's theorem and is suitable for graduate students.
If you are interested in this seminar, please contact to Dr. Kenichi Maruno (e-mail address is kmaruno atmark utpa.edu , atmark means @)