Zhenzhen Huang: Actuarial Science, Quantitative Finance, Quantitative Risk Management

Kenneth Ng: Actuarial Science, Stochastic Control, Mean Field Games

Linfeng Zhang: Actuarial Science, Cyber Risk Analytics, Privacy Risk, Pandemic Risk

David Anderson: Algebraic geometry, Combinatorics, Representation theory, Schubert varieties and Toric Varieties, Equivariant Cohomology and its Applications

Angelica Cueto: Algebraic Geometry, Combinatorics, Non-Archimedean Geometry, Tropical Geometry

Roy Joshua: Algebraic and Arithmetic Geometry, K-Theory, Singular Varieties, Computational aspects of geometry, Quantum computation

Eric Katz: Tropical Geometry, Combinatorial Algebraic Geometry, Arithmetic & Enumerative Geometry

Hsian-Hua Tseng: Algebraic Geometry, Symplectic Topology & Geometry, Mirror Symmetry, Gromov-Witten Theory

Mirel Caibar: Algebraic Geometry, Singularity Theory, Hodge Theory

Cesar Cuenca: Random Matrices, Random Partitions, Asymptotic Representation Theory, and Algebraic Combinatorics

Neil Falkner: Probability Theory, Brownian Motion

Jimmy He: Probability Theory, Combinatorics

Yifan Jing: Combinatorics and Graph Theory, Harmonic Analysis, Additive and Combinatorial Number Theory, Discrete Probability

Matthew Kahle: Combinatorics, Probability Theory, Geometric Group Theory, Mathematical Physics, Topology, Topological Data Analysis

Hoi Nguyen: Combinatorics - Probability Theory, Random Matrices - Number Theory

Grzegorz Rempala: Complex Stochastic Systems Theory, Molecular Biosystems Modeling, Mathematical and Statistical Methods in Epidemiology and in Genomics

Michael Roysdon: Convex Geometry, Harmonic Analysis, Geometric Functional Analysis, Geometric Tomography, and Probability

David Sivakoff: Stochastic Processes on Large Finite Graphs, Probability Theory, Applications to Percolation Models, Particle Systems, Cellular Automata, Epidemiology, Sociology, and Genetics

John Maharry: Graph Theory, Combinatorics

Aurel Stan: Stochastic Analysis, Harmonic Analysis, Quantum Probability, Wick Products

Andrzej Derdzinski: Differential Geometry - Einstein Manifolds

Andrey Gogolyev: Differential Geometry, Topology, Dynamical Systems, Hyperbolic Dynamics

Bo Guan: Differential Geometry, Partial Differential Equations - Geometric Analysis

Matthew Stenzel: Differential Geometry, Several Complex Variables

Vitaly Bergelson: Ergodic Theory, Combinatorics, Ergodic Ramsey Theory, Polynomial Szemerédi Theorems, Number Theory

John Johnson: Algebra in Stone-Cech compactification, Dynamics, Combinatorics related to Ramsey Theory

Alexander Leibman: Ergodic Theory, Dynamics on Nil-Manifolds, Polynomial Szemerédi & van der Waerden Theorems

Nimish Shah: Ergodic Theory, Ergodic Theory on Homogeneous Spaces of Lie Groups, Applications to Number Theory

Dan Thompson: Ergodic Theory, Dynamical Systems, Symbolic Dynamics, Thermodynamic Formalism, Dimension Theory & Geometry

Janet Best: Applied Mathematics, Mathematical Biology, Dynamical Systems, Circadian Rhythms, Probability Theory, Stochastic Processes on Random Graphs

Adriana Dawes: Mathematical Biology, Mathematical Modeling of Cell Polarization & Chemotaxis, Differential Equations

Ian Hamilton: Behavioral Ecology, Coerced Cooperation, Evolution of Cooperative Behavior, Mathematical Modeling

Maria Han Veiga: Numerical Analysis for Hyperbolic PDEs, Probabilistic Machine Learning, Constraint & Privacy aware Machine Learning

Wonjun Lee: Applied Mathematics, PDE-based Machine learning and Image Processing, Optimization, Optimal transport

Thomas O'Leary-Roseberry: Scientific Computing, Numerical Mathematics, Applied Mathematics

Bishun Pandey: Applied Mathematics

Grzegorz Rempala*: Complex Stochastic Systems Theory, Molecular Biosystems Modeling, Mathematical and Statistical Methods in Epidemiology and in Genomics

Joseph Tien: Mathematical Biology, Models of Infectious Disease Dynamics, Differential Equations, Parameter Estimation, Neuroscience

Yulong Xing: Numerical Analysis, Scientific Computing, Wave propagation, Computational Fluid Dynamics

Dongbin Xiu: Scientific Computing, Numerical Mathematics, Stochastic Computation, Uncertainty Quantification, Multivariate approximation, Data Assimilation, High-order Numerical Methods

Anna Yesypenko:  Applied Mathematics, Numerical Analysis, Numerical PDE, Scientific Computing

Ivo Herzog: Ring Theory, Module and Representation Theory, Category Theory, Model Theory

Chris Miller: Logic, Model Theory, Applications to Analytic Geometry & Geometric Measure Theory

Ghaith Hiary: Computational number theory, analytic number theory, random matrix models for L-functions, asymptotic analysis

Roman Holowinsky: Number Theory: Analytic Methods, Automorphic forms, L-functions, Sieve Methods, Quantum Unique Ergodicity

Michael Lipnowski: Number Theory, Automorphic Forms, Representation Theory, and Low-dim Topology

Wenzhi Luo: Number Theory, Analytic and Arithmetic Theory of Automorphic Forms and Automorphic L-Functions

Jennifer Park: Number Theory and Algebraic Geometry, Algebraic Curves and Arithmetic Properties, Number and Function Fields

Stefan Patrikis: Number theory, Automorphic forms, Arithmetic Geometry, Galois representations, and Motives

Rodica Costin: Partial Differential Equations, Difference Equations, Orthogonal Polynomials, Asymptotic Analysis

John Holmes: Partial Differential Equations, Non-Linear PDE, Stochastic Differential Equations, Mathematical Finance, Mathematical Physics

Adrian Lam: Partial Differential Equations, Mathematical Biology, Evolutionary Game Theory, Free-boundary Problems

Saleh Tanveer: Applied Mathematics, Asymptotics, Nonlinear Free boundary problems in Fluid Mechanics and Crystal Growth, PDEs in Fluid Mechanics & Mathematical Physics, Singularity & regularity questions in PDEs

Fei-Ran Tian: Dispersion & Semi-Classical Limits, Whitham Equations, Modulation of Dispersive Oscillations, Free Boundary Problems

Feride Tiglay: Partial Differential Equations, Mathematical Physics, Dynamical Systems, Wave Equations & Fluid Dynamics

Zhuolun Yang: Partial Differential Equations, Fluid Dynamics, Analysis

Dustin Mixon: Applied Harmonic Analysis, Mathematical Signal Processing, Compressed Sensing

Krystal Taylor: Harmonic Analysis, Geometric Measure Theory, Harmonic Analysis on Fractals, Applications to Analytic Number Theory

Scott Zimmerman: Analysis on Metric Spaces, Geometric Measure Theory, Harmonic Analysis, PDEs

Nathan Broaddus: Geometric Group Theory, Topology, Low-dim Topology

James Fowler: Topology, Geometric Topology of Manifolds, Geometric Group Theory, Surgery Theory, K-Theory, Mathematics Education

Jingyin Huang: Geometric Group Theory, Metric Geometry

Thomas Kerler: Low-dimensional Topology, Quantum Algebras and their Representations, Invariants of 3-dim Manifolds and Knots, Topological Quantum Field Theories

Sanjeevi Krishnan: Directed Algebraic Topology and Applications to Optimization, Data Analysis, and dynamics

Jean-François Lafont: Topology, Differential Geometry, Geometric Group Theory, K-Theory

Beibei Liu: Hyperbolic Geometry, Kleinian Groups, Geometric Group Theory, Topology and Geometry of 3-, 4-manifolds, Heegaard Floer Homology

Crichton Ogle: Topology - K-Theory

Sergei Chmutov: Topology, Knot Theory, Quantum Invariants

Micah Chrisman: Knot Theory, Low-Dimensional Topology, Virtual knots, Finite-type Invariants, Knot Concordance, Generalized Cohomology Theories

John Harper: Topology, Homotopy Theory, Modules over Operads, K-Theory & TQ-Homology

Niles Johnson: Topology, Categorical and Computational Aspects of Algebraic Topology, Picard/Brauer theory

Donald Yau: Topology, Algebra, Hom-Lie algebras, Deformations

Ovidiu Costin: Analysis, Asymptotics, Borel Summability, Analyzable Functions, Applications to PDE and difference equations, Time dependent Schrödinger equation, Surreal numbers

Marjorie Drake: Analysis, Interpolation and Approximation Theory, Geometric Analysis, Whitney-type extension and trace problems, Convexity, Sobolev spaces

Kenneth Koenig: Several Complex Variables, Szegő & Bergman Projections, ∂--Neumann problem

Dusty Grundmeier: Mathematics Education, Several Complex Variables, and CR manifolds

Liz Vivas: Holomorphic Dynamical Systems, Several Complex Variables, Complex Geometry & Affine Algebraic Geometry, Monge-Ampere equations and CR manifolds

Jan Lang: Analysis, Differential Equations, Harmonic Analysis, Function Spaces, Integral Inequalities, PDE - Function Theory

Kaifeng Bu: Quantum Information and Computation, Mathematical Physics

Luis Casian: Representation Theory, Representation Theory of Real Semisimple Lie Groups, Integrable Systems

Sachin Gautam: Representation Theory of Infinite-Dimensional Quantum Groups, Classical and Quantum Integrable Systems

Roberto Hernandez Palomares: Operator algebras, Quantum Information and Quantum Symmetries

David Penneys: Operator algebra, von-Neuman Subfactors, Fusion and Tensor Categories, Mathematical Physics, Non-commutative Geometry

Ranthony Clark: Commutative Ring Theory, Applied Algebraic Topology, Data Science, Mathematics Education, and the History of Black Mathematicians

Ivo Herzog: Ring Theory, Module and Representation Theory, Category Theory, Model Theory

Cosmin Roman: Ring Theory, Module Theory, Injectivity-Like Properties, Relations Between Modules and Their Endomorphisms Ring, Theory of Rings and Modules

Mohamed Yousif: Rings and Modules, Injective and Continuous Rings and Modules, Pseudo and Quasi-Frobenius Rings