HOUR
TALKS (invited colloquia and seminars)
(S)
denotes talks given by A.L. Schwartz on joint work.
(G)
denotes a talk given by W.L. Golik on joint work
1.
The formal multiplication of trigonometric series. University of
Missouri-Rolla, February, 1970.
2.
Multiplier theorems for ultraspherical expansions. University of Chicago, July
22, 1974.
3.
Harmonic Analysis in Euclidean Spaces of Fractional Dimension. Claremont
Colleges, October 31, 1974. (S)
4.
Convergence of Fourier series and the existence of singular integrals (two
talks). Washington University, April 2 and 16, 1975.
5.
The answers to some unresolved problems in the classical theory of singular
integral operators. University of Chicago, July 21, 1975.
6.
The theory of ultraspherical multipliers (four talks). Washington University,
October 1, 8, 15(S), 29(S), 1976.
7.
The Littlewood Paley theory for Jacobi expansions. University of Chicago, June
7, 1977.
8.
The harmonic analysis of Jacobi series. Northwestern University, April 21,
1978. (S)
9.
Separation of variables (three talks). University of Washington, April 29, May
6 and 13, 1980.
10.
What makes a PDE solvable by separation of variables? Some old results and some
new results. University of British Columbia, October 21, 1981.
11.
An algebraic approach to the separation of variables. University of Oregon,
November 30, 1981.
12.
Algebraic and analytic structures for the separation of variables (three
talks). University of Washington, Dec 1, 8 and 15, 1981.
13.
Algebraic, differential and hybrid methods for grid generation. McDonnell
Douglas Research Laboratories, August 27, 1982.
14.
Harmonic structures for Sturm-Liouville expansions. University of Washington,
November 23, 1982.
15.
Harmonic analysis of Sturm-Liouville problems. University of Aberystwyth,
Wales, U.K., July 29, 1983. (S)
16.
A new algebraic grid generation scheme. McDonnell Douglas Research
Laboratories, August 10, 1984.
17.
Hypergroups and maximal functions. Technische Hochschule Aachen, West Germany,
July 10, 1986. (S)
18.
One-dimensional probability preserving measure algebras. Technion, Haifa,
Israel, May 10, 1987. (S)
19.
One-dimensional probability preserving measure algebras. University of
Amsterdam, June 3, 1987. (S)
20.
Adaptive grids for ordinary and partial differential equations. McDonnell
Douglas Research Laboratories, November 14, 1989.
21.
Superconvergent grids for 2-point boundary value problems. NASA Ames Research
Center, Moffett Field, California, November 16, 1989.
22.
Smart numerical methods for solving ordinary and partial differential
equations. Rose-Hulman Institute of Technology, Terre Haute, Indiana, April 26,
1990. (S)
23.
Probability preserving measure algebras on an interval. CWI Amsterdam, November
6, 1990. (S)
24.
Orthogonal polynomials and probability preserving measure algebras. Technische
Hochschule Aachen, West Germany, November 13, 1990. (S)
25.
Understanding famous characters by looking at their stars. University of
Missouri, Columbia, March 12, 1991.
26.
Hypergroups and related measure algebras. Seminaire Nancy-Strasbourg d'Analyse
Harmonique sur les Groupes de Lie. Nancy, France, May 23, 1991. (S)
27.
Hypergroups, random walks and special functions. Seminaire Analyse et
Probabilites. Brest, France, May 30, 1991. (S)
28.
Orthogonal polynomials in several variables, product formulas and hypergroups.
University of Missouri-St. Louis, March 2, 1993. (S)
29.
Orthogonal polynomials in several variables, product formulas and hypergroups.
University of South Florida, Tampa, March 9, 1993.(S)
30.
Grid adaption in numerical solution of 2-point BVPs. University of Bari, Italy,
September, 1993. (G)
31.
Continuous polynomial hypergroups, University of Missouri-St. Louis, December
11, 1993. (S)
32.
A report on the JSRC Conference, Applications of hypergroups and related
measure algebras, University of Missouri-St.Louis December 11, 1993.
33.
Hypergroups and differential equations. Conference on Classical and Quantum
Geometry on Homogeneous Spaces, International Sophus Lie Center, Moscow, August
15, 1994.
34.
Hypergroups in Rn with polynomial characters. Conference on
Classical and Quantum Geometry on Homogeneous Spaces, International Sophus Lie
Center, Moscow, August 15, 1994. (S)
35.
Probability off groups, Southern Illinois University, Carbondale, October 12
and 13, 1995. (S)
36.
Fourier analysis off groups, Southern Illinois University, Carbondale, October
12 and 13, 1995.
37.
Polynomial characters in several variables, Southern Illinois University,
Carbondale, October 12 and 13, 1995. (S)
38.
Hypergroups as a setting for Fourier analysis, Northwestern University Analysis
seminar, March 5, 1996.
39.
Orthogonal polynomials and hypergroups, Northwestern University, Analysis
Seminar, April 18, 1996. (S)
40.
Families of bivariate polynomials that satisfy a stron product formula,
University of Missouri-St. Louis, May 9, 2000. (C and S)
41.
Measure algebras and hypergroups in one and two dimensions, University of
Virginnia, 1 May, 2002.
42.
Measure algebras with polynomial characters, Technische Universiteit Delft,
Delft, Netherlands, 2 September, 2003.