Jean Pierre Gabardo
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HH 309
(905) 525 9140 ext. 23416
(905) 522-0935

Research Area: Analysis

Research Profile: Fourier analysis, functional analysis
My research interests are mainly concentrated in the areas of Fourier Analysis and Functional Analysis. More recently, moments problems as well as their continuous analogues which deal with positive-definite functions and Fourier transform of measures have played an important role in my research. These problems have many applications to the theory of non-trigonometric expansions of functions using Riesz bases or frames of exponentials and to the non-uniform sampling theory in various spaces of band-limited functions. Reproducing kernel Hilbert spaces, Complex Analysis, and the theory of (Schwartz) Distributions are important tools used in these areas of Fourier Analysis.

Fourier analysis, functional analysis

Math 2ZZ3
Math 3I03
Math 722

Math 1ZA3
Math 3I03
Math 1ZB3
Math 727

Math 3FF3
Math 3I03
Math 4X03/6X03

Math 3FF3
Math 3I03
Math 4X03/6X03

Currently Supervising:
Alex Sam (MSc Math)

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McMaster University - Faculty of Science | Math & Stats