Mentored Reading Program

Tag: Purdue University

  • Representations of finite groups and applications (2022)

    We will survey introductory material on group representation theory, and look at how, even at the elementary stages it is useful in attacking other problems in mathematics.

  • Game Theory and Mathematical Economics (2022)

    This mentored reading course is intended to provide an introduction to game theory and mathematical economics. This course would be a good fit for both undergraduate and master’s level students in mathematics/statistics who are interested in learning more about how mathematics and statistics are used in economics and related social sciences.

  • Clustering and classification (2022, 2023)

    A math alliance scholar will be assigned some reading on the foundations of clustering and classification and its use in molecular biology, marketing and other application areas

  • Algebras for Experimental Design (2022)

    Experimental design is a fundamental component of any investigation on the causal effects of treatment factors on a response. Algebraic concepts and topics, such as finite fields/Galois field theory, are useful for the construction and characterization of a class of experimental designs, known as fractional factorial designs, that are widely applied in physical experiments. This…

  • Diffeomorphism groups (2022)

    Large groups like diffeomorphism groups have rich algebraic, dynamical and topological properties. Studying these groups from any of these perspectives for an example could be a project.

  • Convex optimization algorithms (2022)

    This can be reading or research project on smooth or nonsmooth convex optimization algorithms in various applications. Both analysis and implementation will be covered.

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