Árpád Bényi

Professor, Department of Mathematics

    Personal profile

    About

    My work is in the area of harmonic analysis and its applications to partial differential equations and signal analysis. I am interested in the study of linear and multilinear singular integrals, linear and multilinear pseudodifferential operators, function spaces, discrete decompositions, the well-posedness of nonlinear dispersive equations, and some connections between time-frequency analysis and probability theory. Classical (Euclidean) geometry and other topics from ``elementary mathematics'' still capture my attention from time to time.

    Contact Information

    Phone: (360)650-3710
    Fax: (360)650-7788
    Office: Bond Hall 218

    Related documents

    Research Interests

    • Harmonic analysis, Partial Differential equations
    • Interface of Fourier analysis, Operator theory

    Disciplines

    • Mathematics