FACULTY
The following is a list of
faculty members of the Rutgers University Mathematics Department along
with information about their research interests. Information such as
postal addresses, and phone numbers can be obtained by searching Rutgers. To view a faculty members personal home page, click on their underlined name.
Math Department Faculty
A B C D E F G H I J K L M N O P Q R S T U V W X Y Z
- Abbas Bahri
variational problems in nonlinear analysis and
geometry
-
Tadeusz Balaban mathematical physics
-
R. Michael Beals harmonic analysis, Fourier integral
operators, partial differential equations
-
József Beck combinatorics, analysis
-
Felix Browder nonlinear functional analysis, partial
differential equations.
-
Anders Buch algebraic geometry and combinatorics
-
Richard Bumby number theory
-
Terence Butler differential equations
-
Lisa Carbone algebra, geometric group theory, discrete groups,
group actions, combinatorics for problems in algebra, Kac-Moody
groups
- Eric
Carlen functional analysis, mathematical physics, probability
- Holly Carley
analysis, mathematical physics
-
Enriqueta Carrington Lie groups, representation theory
-
Sagun Chanillo classical analysis, partial differential
equations
-
Gregory Cherlin logic, model theory, model theoretic
algebra
-
Amy Cohen partial differential equations, inverse scattering,
Korteweg-de Vries equation
- William Cook
infinite-dimensional Lie algebras and vertex operator algebras
- Adrien Deloro
logic and group theory
-
Henry Eng
-
Richard Falk numerical analysis, partial differential
equations
- Paul Feehan
topology of 4-manifolds, differential geometry, PDE
-
Steven Ferry geometric topology, surgery theory, coarse geometry
-
Semën Gindikin theory of representations, integral
geometry, several complex variables
-
Sheldon Goldstein foundations of quantum mechanics, Bohmian
mechanics, nonlocality
- Eduardo Gonzalez
symplectic geometry/topology
-
Roe Goodman representation theory and analysis on Lie
groups
-
Stephen Greenfield linear partial differential equations,
several complex variables
-
Zheng-Chao Han nonlinear analysis, partial
differential equations
- Corey Hoelscher
Riemannian geometry
-
Xiaojun Huang complex analysis and Cauchy-Riemann geometry
-
Yi-Zhi Huang infinite-dimensional Lie algebras, vertex operator
algebras, conformal field theory
-
Henryk Iwaniec analytic number theory
-
Jeffry N. Kahn discrete mathematics and related areas
- Michael Kiessling mathematical physics, statistical mechanics, nonlinear partial differential equations
-
Friedrich Knop algebraic geometry, transformation groups
-
János Komlós discrete mathematics, probability
-
Peter Landweber algebraic topology, bordism theory,
generalized homology theory
-
Joel Lebowitz mathematical physics and statistical
mechanics
- Young-Ju Lee
applied mathematics
-
James Lepowsky Lie theory, representation theory,
mathematics related to string theory
-
Norman Levitt differential and geometric topology, surgery
theory, structure theory
-
Yanyan Li nonlinear analysis, partial differential equations
-
Feng Luo low dimensional topology, geometric structures
on manifolds
-
Richard Lyons simple groups
- Diane
Maclagan geometric combinatorics and combinatorial and
computational commutative algebra and algebraic geometry
-
Stephen D. Miller automorphic forms, L-functions, analytic number theory
- Konstantin
Mischaikow dynamical systems, mathematical biology, computational topology
- Ritabrata
Munshi number theory
-
Roger Nussbaum nonlinear functional analysis
-
Daniel Ocone stochastics processes, stochastic control,
filtering
- Michael O'Nan
permutation groups, simple groups
-
Ted Petrie algebraic and differential topology,
transformation groups, algebraic group actions, equivariant surgery,
financial mathematics
- Manya Raman mathematics education
- Vladimir Retakh algebra, algebraic aspects of analysis
-
Fred Roberts applications of discrete mathematics, graph
theory, decision making, measurement theory
-
Scott Rodney partial differential equations, harmonic analysis
- Jesus Rodriguez
probability, mathematical finance, stochastic differential equations
- Xiaochun Rong
Riemannian geometry
-
Joseph Rosenstein logic, linear orderings, recursive model
theory
-
Siddhartha Sahi harmonic analysis on reductive Lie groups
-
Michael Saks theory of computation, extremal set theory,
partially ordered sets, graph theory
-
Yasmine Sanderson combinatorial representation theory
-
Vladimir Scheffer geometric measure theory, partial
differential equations
-
Saul Schleimer low-dimensional topology
-
Andrew Sills q-series, partitions, and symbolic computation
-
Charles Sims computational group theory and algebraic
algorithms
-
Avraham Soffer mathematical physics, partial differential
equations, scattering theory
- Sara
Soffer, discrete mathematics, graph theory, real networks
- Jian Song
geometric analysis
-
Eduardo Sontag system and control theory
-
Eugene Speer mathematical physics
-
Hector Sussmann system and control theory
-
Earl Taft Hopf algebras
- A. Shadi
Tahvildar-Zadeh partial differential equations, geometric
field theories
- Eduardo
Teixeira partial differential equations, free boundary problems, geometric and nonlinear analysis
-
Simon Thomas Set theory, group theory
-
Jerrold Tunnell number theory, automorphic forms
- Roderich Tumulka
Mathematical physics; foundations of quantum theory
-
Wolmer Vasconcelos commutative algebra, computational algebra
-
Michael Vogelius numerical analysis, partial differential
equations
- Van Vu
combinatorics, additive number theory, probabilistic methods
-
Charles Weibel algebraic K-theory, homological algebra,
algebraic geometry, algebraic topology, category theory
-
Richard Wheeden harmonic analysis, harmonic functions,
weighted norm inequalities
-
Robert Wilson Lie algebras
- Christopher Woodward
symplectic geometry, gauge theory, mathematical physics
- Doron
Zeilberger algebraic and enumerative combinatorics;
experimental mathematics
Professors Emeritae and Emeriti
- Jose Barros-Neto, functional analysis, partial
differential equations
- Richard M. Cohn, differential algebra
- Joanne Elliott, potential theory
-
Carl Faith, theory of rings and modules
- Andras Hajnal,
logic
-
William Hoyt, algebraic geometry, elliptic surfaces, modular
forms
-
Antoni Kosinski, differential topology
- Solomon Leader, Emeritus functional analysis
-
Benjamin Muckenhoupt, harmonic analysis, weighted
norm inequalities
- Barbara
Osofsky, ring theory, homological algebra
-
-
Walter Petryshyn, nonlinear functional analysis,
numerical functional analysis
- Jane Cronin Scanlon, qualitative theory of ordinary
differential equations, biomathematics
- William
Sweeney, linear partial differential equations,
over-determined systems
- Jean Taylor,
geometric measure theory, theory of crystal growth
- Myles
Tierney, topos theory
-
François Treves functional analysis, linear partial
differential equations, several complex variables
-
Hyman Zimmerberg, boundary value problems
Associate Members
-
Adi Ben-Israel, matrix theory, numerical linear algebra,
optimization, operations research, mathematical economics
-
Vaclav Chvatal, computational complexity, combinatorics
- Bernard Coleman, continuum mechanics, analysis
-
Israel M. Gelfand, analysis, algebra, cell biology
- Gerald Goldin, theoretical physics, infinite dimensional Lie
algebras
- Richard Gundy,
Wavelets and time-frequency analysis; probability
theory
- Endre Szemerédi, theoretical computer science,
combinatorics, number theory, graph theory
-
Norman Zabusky, Fluid and wave dynamics: Vortex & turbulent processes
