Roger Evans Howe (born May 23, 1945) is the William R. Kenan, Jr. Professor Emeritus of Mathematics at Yale University, and Curtis D. Robert Endowed Chair in Mathematics Education at Texas A&M University. He is known for his contributions to representation theory, in particular for the notion of a reductive dual pair and the Howe correspondence, and his contributions to mathematics education.
1979: "θ-series and invariant theory", in Automorphic forms, Representations and L-functions, Proceedings of Symposium on Pure Mathematics XXXIII, American Mathematical Society, pages 275–285.
1981: "Wave front sets of representations of Lie groups". Automorphic forms, Representation theory and Arithmetic (Bombay, 1979), pp.117–140, Studies in Mathematics 10, Tata Institute of Fundamental Research
1982: "On a notion of rank for unitary representations of the classical groups". Harmonic analysis and group representations, 223–331, Liguori, Naples, 1982.
↑Li, Yeping; Lewis, W. James; Madden, James (Eds.) (2018). Mathematics Matters in Education. Essays in Honor of Roger E. Howe. Springer. ISBN9783319614342.