Authored by
Sam Scholze
Title

Sam Scholze, Ph.D.

Placeholder for titles
Assistant Professor
Content type
College of Arts and Sciences
Mathematics Department

Contact Information

Office
Hibbard Humanities Hall 520
124 Garfield Ave
Eau Claire, WI 54701
Phone
715-836-4991
Email
Hours
Spring semester 2025:
Mondays: 11-11:50am
Tuesdays: 9-9:50am
Wednesdays: 9-9:50am
Thursdays: 3-3:50pm
ID
Education

Education

  • Ph.D., Texas A&M University (Mathematics)
  • B.S., University of Wisconsin-Platteville (Mathematics) 
Teaching and Research Interests

Teaching and Research Interests

  • Computational Harmonic Analysis
  • Functional Analysis
  • Operator Theory 
Published Research

Published Research

  • Stability Bounds for Correcting Temporal Noise and Erasures in Sampling Theory (with H. Wilhite, A. Grzybowski, and D. Larson), in preparation.
  • Bridging: Past, Present, and Future (with D. Larson and H. Wilhite), book chapter accepted for publication.
  • Stability Bounds for Reconstruction from Sampling Erasures (with T. Gonzales), Operators and Matrices, vol. 16, no 3 (2022), pp 793 - 809.
  • Encoding Frame Protected Erasure Recovery (with D. Han, D. Larson, and W. Sun), Applied and Computational Harmonic Analysis, vol. 48 is. 2 (2020), pp. 766 - 786.
  • Nilpotent Bridging for Unions of Two Bases (with D. Larson), Linear Algebra and its Applications, vol. 529 (2017), pp. 164-184.
  • Bridging Erasures and the Infrastructure of Frames (with D. Larson), Book Chapter in Excursions in Harmonic Analysis, Volume 4: The February Fourier Talks at the Norbert Wiener Center, Applied and Numerical Harmonic Analysis, R. Balan, M. Begue, J. J. Benedetto, W. Czaja, and K. A. Okoudjou (Eds), Birkhauser Springer, New York, 2015.
  • Signal Reconstruction from Frame and Sampling Erasures (with D. Larson), Journal of Fourier Analysis and Applications, vol. 21 is. 5 (2015), pp. 1146-1167.
  • Binary Frames (with R. Hotovy and D. Larson), Houston Journal of Math, vol. 41 no. 3 (2015), pp. 875-899.