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About

Dr. Ryan Berndt

Department of Mathematical Sciences

Associate Professor

Education
B.A., University of Chicago, 1996
Ph.D., University of Minnesota, 2003 

Research and Teaching Interests
Harmonic Analysis: Specifically, the Fourier transform, singular integrals, and weighted inequalities

Professional Affiliations and Awards

University of Minnesota / Ph.D. / 2003 University of Chicago / B.A. / 1996 Harmonic Analysis: Specifically, the Fourier transform, singular integrals, and weighted inequalities
  • Member of the American Mathematics Society
  • University of Minnesota Good Teaching Award
  • Westinghouse (Intel) Science Talent Search Scholar, Semifinalist
Publications

Articles:

  • A Formula for the Fourier transform of certain odd, differentiable functions. Journal of Mathematical Analysis and Applications. Vol. 285 (2003), 349--355.  
  • Atomic Hardy space theory for unbounded singular integrals. Indiana University Mathematics Journal. Vol. 55 (2006), 1461--1482.
  • Extrapolation of operators defined on domains and boundary respecting Ap weights. Contemporary Mathematics Series of the American Mathematics Society. Vol 428 (2007), 23--31. 
  • A pointwise estimate for the Fourier transform and the number of maxima of a function. (Awaiting Print Publication. Published Electronically on April 6, 2011. doi:10.4153/CMB-2011-062-x April 6, 2011). 
  •  Symmetric conditions for a weighted Fourier transform inequality. Journal of Mathematical Analysis and Applications. Vol 379 (2011), 439--443.

Personal Site
Dr. Berndt's personal site is here.

/ Contact

Towers Hall 137

rberndt@otterbein.edu

614.823.1459