David A. Redett
Assistant Professor
Mathematical Sciences
IPFW

Office: Kettler 276
Phone: 260-481-6064
Fax: 260-481-0155
    MA 168 -- Mathematics for the Liberal Arts Student
Location and Time:
  • Kettler G44
  • MTWR 10:00-11:45 am

Textbook: (no textbook required, handouts will be given in class)

Course Objectives:
    To become better problem solvers.
    MA 175 -- Introductory Discrete Mathematics
Location and Time:
  • Kettler G47
  • MTWR 5:30-7:15 pm

Textbook: (no textbook required, handouts will be given in class)

Course Objectives:
    To become familiar with mathematical logic and proofs as well as improve your problem solving abilities.
University Education:
  • Ph.D., Mathematics, Michigan State University
  • B.S., Mathematics, Miami University
Main Research Areas:
  • Complex Analysis
  • Functional Analysis
Articles Submitted to Refereed Journals for Publication:
  • A Residual Class of Holomorphic Functions (with C. Belna).
Publications in Refereed Journals:
  • Strongly Annular Functions in Bergman Space, Comput. Methods Funct. Theory, 7 (2007), 429–432.
  • Invariant Subspaces of RL1, Houston J. Math., 32 (2006), 1133-1138 (with D. Jupiter).
  • Multipliers on Dirichlet Type Spaces, Acta Sci. Math. (Szeged), 72 (2006), 179–203 (with D. Jupiter).
  • Sub-Lebesgue Hilbert Spaces on the Unit Circle, Bull. London Math. Soc., 37 (2005), 793–800.
  • Brangesian Spaces in Hp(T2), Proc. Amer. Math. Soc., 133 (2005), 2689–2695.
  • S-Invariant Subspaces of Lp(T), Proc. Amer. Math. Soc., 133 (2005), 1459–1461.
  • “Beurling Type” Subspaces of Lp(T2) and Hp(T2), Proc. Amer. Math. Soc., 133 (2005), 1151–1156.
Michigan State University (5 years of teaching)
  • Precalculus Courses
  • Business Calculus
  • Multivariable Calculus
  • Mathematics for Elementary School Teachers
Texas A&M University (2 years of teaching)
  • Single-variable Calculus
  • Multivariable Calculus
  • Advanced Calculus
IPFW (2 years of teaching)
  • Precalculus Courses
  • Single-variable Calculus
  • Multivariable Calculus
  • Complex Analysis
  • Invariant Subspaces in Bergman Space over the Bidisc (IPFW)
  • Shift Invariant Subspaces (IPFW)
  • Cyclic Vectors for Nilpotent and Normal Operators (IPFW)
  • Residual Classes, Invariant Subspaces and Operator Range (IPFW)
  • Invariant Subspaces of RL1 (Texas A&M University)
  • Brangesian Spaces (Texas A&M University)
  • Invariant Vector Subspaces of Lp (Murray State University)
  • Brangesian Spaces in Hp(T2) (Michigan State University)
  • Brangesian Spaces in Lp(T) (Michigan State University)
  • Recurrent and Nonwandering Points (Michigan State University)
  • Interpolation Theorems (Michigan State University)
This is my math genealogy.
(according to the "Mathematics Genealogy Project")

Erhard Weigel
Gottfried Wilhelm Leibniz
Jacob Bernoulli
Johann Bernoulli
Leonhard Euler
Joseph Louis Lagrange
Simeon Denis Poisson
Michel Chasles
Hubert Anson Newton
Eliakim Hastings Moore
George David Birkhoff
Hassler Whitney
Herbert Ellis Robbins
Gopinath B. Kallianpur
Vidyadhar Shantaram Mandrekar
David Allen Redett