Peter Knopf

Peter Knopf is a Professor in the Department of Mathematics at Pace University, affiliated with the Dyson College of Arts and Sciences on the Westchester campus. He is based in Marks Hall, room 12F, and can be reached at (914) 773-3658 or via email at pknopf@pace.edu.

Education:

• PhD in Mathematics, Cornell University, Ithaca, NY (1977)
• MS in Mathematics, Cornell University, Ithaca, NY (1976)
• BS in Mathematics, Case Western Reserve University, Cleveland, OH (1971)

His primary research interests lie in Harmonic Analysis, Rational Difference Equations, and Several Complex Variables. These areas represent deep theoretical investigations in mathematical analysis, with applications in dynamical systems and complex function theory. His work contributes to the foundational understanding of nonlinear recursive sequences and multi-dimensional analytic functions.

The available publication indicates involvement in peer review for the Journal of Difference Equations and Applications in 2015, reflecting his standing in the mathematical community. While only one publication entry is listed, it suggests ongoing engagement with current research trends in discrete dynamical systems and functional equations.

He is a professional member of the American Mathematical Society, contributing to the broader academic service through peer review and scholarly participation.

Peter Knopf has taught a wide range of undergraduate mathematics courses, including Finite Mathematics, Calculus series, Differential Equations, Discrete Mathematics, and advanced topics such as Algebraic Structures and Real Analysis. He has also supervised independent studies and capstone research projects, indicating mentorship and academic guidance roles.

He is actively involved in academic service, particularly through refereeing research articles, which supports the integrity and advancement of mathematical scholarship.