pupquit.pages.dev


Nakhle asmar biography of donald

          Complex Analysis with Applications (Undergraduate Texts in Mathematics) by Nakhlé H. Asmar Part of: Undergraduate Texts in Mathematics ( books).

        1. Asmar was a prof at my undergrad and I've met him!
        2. Partial Differential Equations with Fourier Series and Boundary Value Problems: Third Edition (Dover Books on Mathematics).
        3. Curandero: A Physician's Life Journey: The Memoirs of a Pediatrician|Don Blossom MD. Peterborough DIY City Guide and Travel Journal: City Notebook for.
        4. Nakhle H. Asmar is Professor of Mathematics at the University of Missouri, Columbia.
        5. Partial Differential Equations with Fourier Series and Boundary Value Problems: Third Edition (Dover Books on Mathematics).!

          University of Missouri

          Education

          • 1986 Ph.D., University of Washington
          • 1980 B.S., University of Washington 

          Frequently Taught Courses

          • MATH 2100 Calculus for Social and Life Sciences II

          MathSciNet Links

          Books by Nakhle Asmar

          • Partial Differential Equations and Boundary Value Problems
          • Applied Complex Analysis with Partial Differential Equations and Boundary Value Problems

          Select Publications

          (With F.

          Neurberg and S. Watson) A multiplier theorem for Fourier series in several variables, Colloq. Math (2007).

          (With Stephen Montgomery-Smith) Decomposition of analytic measures on groups and measure spaces, Studia Math. 146 (2001), 261–284.

          (With Stephen Montgomery-Smith and Sadahiro Saeki) Transference in spaces of measures, Journal of Funct.

          He has published more than thirty research articles in functional analysis and linear algebra.

          Analysis 165 (1999), 1–23.

          (With Stephen Montgomery-Smith) Analytic measures and Bochner measurability, Bull. des Sciences Math. 122, (1998) 39–66.

          (With Earl Berkson and T.A. Gillespie) Note on norm convergence in the