Thomas Wolff

Lansing Community College — United States

Mathematics · Physical Sciences

26h-index3.1kcitations65works0.02yr avg
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Research Topics

Advanced Harmonic Analysis Research(24), Advanced Mathematical Modeling in Engineering(14), Mathematical Analysis and Transform Methods(13), Spectral Theory in Mathematical Physics(9), Numerical methods in inverse problems(9)

Publications65 total

Fostering Industry Engagement in the Co-curricular Aspects of an Engineering Living-Learning Program
2020· 1 cited
Retention: Quantifying the Apples and Oranges
2020· 2 citedOpen Access
Building the Whole Engineer: An Integrated Academic and Co-Curricular First-Year Experience
2020· 5 citedOpen Access
Engaging Early Engineering Students (EEES): A Fourth Year Report from an NSF STEP Project
2020· 1 citedOpen Access
Gap series constructions for the p-Laplacian
Journal d Analyse Mathématique·2007· 21 cited
The Kakeya problem
University lecture series·2003
The stationary phase method
University lecture series·2003· 1 cited
Recent work connected with the Kakeya problem
University lecture series·2003· 241 cited
Sets with maximal Fourier dimension and distance sets
University lecture series·2003
The Schwartz space
University lecture series·2003Open Access
Fourier inversion and the Plancherel theorem
University lecture series·2003
The uncertainty principle
University lecture series·2003
Lectures on Harmonic Analysis
University lecture series·2003· 216 cited
The 𝐿¹ Fourier transform
University lecture series·2003
Appendix tosome harmonic analysis questions suggested by anderson-bernoulli models: A general contraction property in PSL(2, ℝ)
Journal d Analyse Mathématique·2002
Counterexamples to two variants of the Helson-Szegö theorem
Journal d Analyse Mathématique·2002· 10 cited
Addendum to “decay of circular means of fourier transforms of measures”
Journal d Analyse Mathématique·2002· 7 cited
A local smoothing estimate in higher dimensions
Journal d Analyse Mathématique·2002· 59 cited
A general spectral gap property for measures
Journal d Analyse Mathématique·2002
Frequency concentration and location lengths for the anderson model at small disorders
Journal d Analyse Mathématique·2002· 27 cited
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Frequent Co-authors

Sun Chang(2), Peter W. Jones(2), Carol Shubin(2), Izabella Łaba(2), Carl Johan Sundberg(2), Michael Ćwikel(2), John E. McCarthy(2), Jeremy M. Wilson(1), Lars-Inge Hedberg(1), Ramin Vakilian(1), Svante Janson(1), Donald E. Marshall(1), Lawrence A. Kolasa(1), Mihail N. Kolountzakis(1), Jean Bourgain(1), Stewart Gleason(1), Wilhelm Schlag(1), Frédéric Klopp(1), Yifei Pan(1), Matthew J. Gursky(1)