Willard Miller

Professor, School of Mathematics, Program in Applied, Computational and Industrial Mathematics PACIM

IT Distinguished Professor

Pictures of Willard and his friends, with the expert assistance of Andrea Miller.

Mathematical Physics Seminar

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Recent Talks:

Introductory Lecture on: Planetary motion, the hydrogen atom and superintegrability (pdf file)

Lecture on: Structure and classification results for second order superintegrable systems (pdf file)

Lecture on: Models for irreducible representations of quadratic algebras (pdf file)

Extended lecture on: Structure and Classification of 2D and 3D Conformally Flat Superintegrable Systems (pdf file)

Lecture on: Superintegrability and Quasi-exactly solvable problems in quantum mechanics (pdf file)

Lecture on: The Chesire Cat Effect in Lie Theory ( postscript file)

Lecture on: Separation of Variables Methods ( postscript file) ( Prosper pdf version

Extended lecture on: The Lie Theory Approach to Special Functions (pdf file) ( postscript file)

Spring 2006, Math 5467: Introduction to the Mathematics of Wavelets (with PDF and PostScript files of lecture notes)

Spring 2005, Math 1372: IT Calculus II

Spring 2004, Math 5467: Introduction to the Mathematics of Wavelets (with PDF and PostScript files of lecture notes)

Fall 2003, Math 1281: Calculus with Biological Emphasis I

Fall 2003, Math 1371: IT Calculus I

Spring 2003, Math 4242: Applied Linear Algebra

Fall 2002, Math 8600: Topics in Advanced Applied Mathematics (with PDF and PostScript files of lecture notes)

Spring 2002, Math 5467: Introduction to the Mathematics of Wavelets (with PDF and PostScript files of lecture notes)

Symmetry Groups and their Applications(based on my out of print 1972 textbook)

Lie Theory and Special Functions (based on my out of print 1968 monograph)

Separation of Variables for Riemannian Spaces of Constant Curvature by Ernie Kalnins, (by permission of the author, based in part on joint work presented in his out of print 1986 monograph)

Lecture Notes and Background Materials on Lebesgue Theory from a Hilbert and Banach Space Perspective, Including an Application to Fractal Image Compression (Postscript File) (PDF File)

Lecture Notes and Background Materials on Linear Operators in Hilbert Space (pdf file) ( postscript file)

Group Theory and Differential Equations 1959-1960 Lecture Notes by Lawrence Markus (with permission of the author)

Algebra, Geometry and Physics Seminar
Applied Mathematics and Numerical Analysis Seminar
Mathematical Physics Seminar

VITAE

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