Mathematics Department

Faculty Research Interests



Applied Mathematics Seminar
Geometry-Topology Seminar
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Mathematics Department Faculty-Led
Summer Research Program

 

 

Photo of Steve Agronsky Agronsky, Steve
Ph.D. University of California, Santa Barbara
Analysis, dynamical systems

Photo of Estelle Basor Basor, Estelle
Ph.D. University of California, Santa Cruz
Operator theory, Toeplitz and Wiener-Hopf operators, the theory of random matrices

Photo of Joe Borzellino Borzellino, Joe
Ph.D. University of California, Los Angeles
Riemannian geometry, differential topology of orbifolds
Home Page: Joe Borzellino

Photo of Dave Camp Camp, Charles D.
Ph.D. Cal Tech
Geophysical fluid dynamics, atmospheric dynamics, climate change, mathematical modeling, data analysis techniques

Photo of Paul Choboter Choboter, Paul
Ph.D. University of Alberta
Geophysical fluid dynamics, coastal ocean modeling
Home Page: Choboter, Paul

Photo of Susan Cooper Cooper, Susan
Ph.D. Queen's University
Commutative algebra and algebraic geometry: properties of Hilbert functions and free resolutions associated with certain points
Home Page: Cooper, Susan

Photo of Arthur DeKleine DeKleine, H. Arthur
Ph.D. University of California, Riverside
Discrete math, combinatorics, modeling, differential equations, voting models
Home Page: Art DeKleine

Photo of Gwen Fisher Fisher, Gwen
Ph.D. University of Wisconsin, Madison
Mathematics education, cognition, assessment
Home Page: Gwen Fisher

Photo of Harvey Greenwald Greenwald, Harvey
Ph.D. Washington University
Harmonic analysis
Home Page: Harvey Greenwald

Photo of Todd Grundmeier Grundmeier, Todd
Ph.D. University of New Hampshire
Mathematical problem posing and problem solving, pre-service teacher education, in-service professional development

Photo of Caixing Gu Gu, Caixing
Ph.D. Indiana University, Bloomington
Operator theory, matrix analysis, system and control theory

Photo of Donald Hartig Hartig, Donald
Ph.D. University of California, Santa Barbara
Topological measure theory, spectral theory and its applications, the use of technology to enhance learning of mathematics
Home Page: Don Hartig

Photo of Myron Hood Hood, J. Myron
Ph.D. Washington University (St. Louis)
Algebra, number theory, biomathematics -- especially environmental and conservation questions. Also math education and writing mathematics
Home Page: Myron Hood

Kato, Goro
Ph.D. University of Rochester
Algebraic geometry (p-adic cohomology theory), D-modules, homological algebra

Photo of Anton Kaul Kaul, Anton
Ph.D. Oregon State University
Geometric group theory
Home Page: Anton Kaul

Photo of Colleen Kirk Kirk, Colleen
Ph.D. Northwestern University
Integral equations and nonlinear partial differential equations, with applications to combustion and quenching problems
Home Page: Colleen Kirk

Photo of George Lewis Lewis, George
Ph.D. University of Southern California
Interests: general

Photo of Elsa Medina Medina, Elsa
Ph.D. University of Northern Colorado
Mathematics education

Photo of Anthony Mendes Mendes, Anthony
Ph.D. University of California, San Diego
Algebraic and enumerative combinatorics
Home Page: Tony Mendes

Photo of Kent Morrison Morrison, Kent
Department Chair
Ph.D. University of California, Santa Cruz
Combinatorics and algebra
Home Page: Kent Morrison

Photo of Jim Mueller Mueller, Jim
Ph.D. California Institute of Technology
Applied mathematics, asymptotic analysis, singular perturbation theory

Photo of Linda Patton Patton, Linda
Ph.D. University of California, San Diego
Operator theory, complex analysis (one and several variables), Nevanlinna-Pick interpolation
Home Page: Linda Patton

Photo of Don Rawlings Rawlings, Don
Ph.D. University of California, San Diego
Enumerative and algebraic combinatorics, discrete probabilities

Photo of Dylan Retsek Retsek, Dylan
Ph.D. Washington University, St. Louis
Complex analysis, functional analysis and composition operators
Home Page: Dylan Retsek

Photo of Ben Richert Richert, Ben
Ph.D. University of Illinois, Urbana-Champaign
Commutative algebra: free resolutions, the extremal behavior of Hilbert functions and (graded) Betti numbers, generic behavior, Gorenstein rings
Home Page: Ben Richert

Photo of Kate Riley Riley, Kate
Ph.D. Montana State University, Bozeman
Subject matter and pedagogical knowledge necessary for prospective teachers to become master teachers; undergraduates' conceptual knowledge in mathematical proof; how technology enhances the learning of problem-solving, mathematical reasoning, and proof
Home Page: Kate Riley

Photo of Marian Robbins Robbins, Marian
Ph.D. University of Virginia
Operator theory, functional analysis and complex function theory

Photo of Jonathan Shapiro Shapiro, Jonathan
Ph.D. University of California, Berkeley
Operator theory, complex analysis, and functional analysis
Home Page: Jonathan Shapiro

Photo of Mark Stankus Stankus, Mark
Ph.D. University of California, San Diego
Operator theory, noncommutative Groebner basis, system engineering, computer science
Home Page: Mark Stankus

Photo of Lawrence Sze Sze, Lawrence
Ph.D. Pennsylvania State University
Combinatorics and number theory
Home Page: Lawrence Sze

Photo of Raymond Terry Terry, Raymond
Ph.D. Michigan State University
Analysis, applied mathematics, the use of technology to enhance the learning of mathematics

Photo of Todor Todorov Todorov, Todor
Ph.D. University of Sofia and Bulgarian Academy of Sciences
Non-linear theory of generalized functions (Colombeau algebras), non-standard analysis, asymptotic analysis, coompactifications of ordered topological spaces, linear partial differential equations with variable coefficients, and teaching calculus
Home Page: Todor Todorov

Photo of Matthew White White, Matthew
Ph.D. University of California, Santa Barbara
Topology