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October 28, 2022
Computational algebra, mathematics education, mathematical biology, phylogenetics, improving methods of inference of biological trees that relate species.
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October 28, 2022
Quantum computing, inversion methods, computations related to electron scattering and ion photonization.
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Configurations of points and lines, especially with symmetry; discrete geometry.
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Developing methods and algorithms for solving control and identification problems for distributed parameter systems. These problems have important applications in science and engineering.
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Mathematical models of ice sheets, the theory of ice flow, partial differential equations, variational inequalities, delay differential equations, numerical analysis.
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Working on problems primarily in structural graph theory, which are mathematical structures used to model pairwise relations between objects.
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Expertise in Bayesian linear models.
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The problem of constructing initial data for the Cauchy problem in General Relativity; inverse problems related to ice sheet dynamics.
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Expertise in measurement error models and nonparametric statistics.
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October 28, 2022
Algebraic statistical models, especially the phylogenetic models used to infer evolutionary relationships between organisms from genetic sequence data.
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Teaching and learning mathematical problem solving, particularly in grades K-8, working with preservice and inservice mathematics teachers. Curriculum development and multicultural education in K-8 mathematics.
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October 28, 2022
Tsunami modeling, partial differential equations.
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October 28, 2022
Expertise in Bayesian statistics and spatial statistics.
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Discrete geometry, especially geometric and combinatorial symmetry.
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