For contributions to the numerical analysis of partial differential equations, multiscale analysis, and homogenization for flow through porous media.

For the mathematical and computational study of wave propagation and imaging in random media.

For seminal contributions in regularity theory of nonlinear partial differential equations, free boundary problems, fully nonlinear equations, and nonlocal diffusion.

For his fundamental contributions to the mathematical foundations of information and computational sciences.

For development and analysis of fast computational algorithms for linear and nonlinear systems of equations.

For contributions to the theory and development of sparse representations and their applications to signal and image processing.

For pioneering work founding and organizing the SIAM Great Lakes Section, the premier SIAM section integrating industry and academia.

For contributions to numerical methods for compositional and thermal fluid flow processes in porous media, ocean dynamics, and digital stewardship.

For contributions to numerical analysis and scientific computing, particularly concerning adjoint methods, stochastic simulation, and Multilevel Monte Carlo.

For contributions to nonlinear elasticity and theories of biological growth.

For landmark contributions to mathematical physics and inverse problems.

For contributions to high performance computing algorithms and software systems for network science and public health epidemiology.

For contributions to the development and clinical translation of cardiovascular patient-specific modeling, optimization, uncertainty and simulation methodology, and open source software development.

For contributions to graph theory and computing, in particular structural, topological, and algebraic graph theory.

For impactful industrial application of mathematical modeling in oncology, immunology, and virology. For mentoring, teaching, and leadership.

For foundational contributions to algebraic methods in optimization and engineering.

For advances in combinatorial algorithms for scientific applications, and leadership in founding the combinatorial scientific computing community.

For contributions to industrial and applied geometry and pioneering research at the interface of architecture and mathematics.

For contributions to the mathematical and computational modeling of the ocean and atmosphere.

For contributions to solution methods for multiphysics systems, scalable parallel numerical algorithms, and numerical methods for strongly coupled nonlinear partial differential equations.

Arthur Sherman has made fundamental discoveries using mathematics in physiology and has trained a generation of successful biomathematicians.

For his contributions to uncertainty quantification and materials science.

For fundamental and sustained contributions to the theory and practice of optimization, and for exemplary service to the optimization community.

For his contributions to structural graph theory and graph coloring, especially his work on the Four-Color Theorem and its generalizations and a proof the Strong Perfect Graph Theorem.

For his contributions to the development of algorithms and software for semidefinite programming and, more generally, conic programming.

For designing algebraic approaches for creating and analyzing multilevel algorithms.

For contributions to theory and software of iterative methods for nonlinear systems and optimization, as well as application of these methods to scientific simulations.

For contributions to model reduction and multifidelity methods, with applications in optimization, control, design, and uncertainty quantification of large-scale systems.

*Deceased