University of Wisconsin-Madison
Department of Mathematics, Harmonic Analysis Direction
United States · PhD
The Department of Mathematics at the University of Wisconsin-Madison has a deep tradition in harmonic analysis, encompassing singular integrals, function spaces, and partial differential equations. It is a strong academic institution for research on harmonic analysis and problems related to the Kakeya conjecture.
学术历史
UW-Madison's harmonic analysis tradition is closely tied to the legacy of Alberto Calderón, who collaborated with Zygmund at the University of Chicago before his influence extended to Wisconsin. The institution has long maintained high-level research output in singular integral operators and function space theory.
当前状态
The UW-Madison Department of Mathematics currently offers courses in harmonic analysis, partial differential equations, and function spaces, with an active seminar in the analysis direction. The institution maintains its traditional strengths in singular integrals and function spaces, providing the analytical tools foundational to research on the Kakeya problem.
实验室 / 研究中心
UW-Madison Mathematics Department
访问页面 →关键人物
Alexander Kiselev
Professor
Expert in partial differential equations and harmonic analysis, with important contributions to fluid mechanics equations and the Schrödinger equation. His research is closely connected to harmonic analysis tools.
标志性成果
- Long-standing contributions to singular integral operators and function space theory
- UW-Madison Department of Mathematics consistently ranked in the top 15 in US News mathematics rankings
学术资源
证据
排名
US News Best Graduate Schools #Top 15 in the United States (Mathematics) (2024)
出处:US News Best Graduate Schools →师资
1 位相关教师
知名:Alexander Kiselev
研究产出
The analysis group consistently produces high-quality papers; see MathSciNet for details
就业去向
PhD graduates pursue careers at research universities and in industry, including R&D laboratories and quantitative finance
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