# Analysis and Partial Differential Equations

Analysis is the study of sequences and functions and their main mathematical properties such as convergence, continuity, and integrability. These concepts underpin the theory of calculus with numerous applications in engineering and the natural sciences. An important field within analysis is the study of partial differential equations (PDE), which are equations for functions of several variables and their respective derivatives. The research group in MSCS is particularly interested in PDE arising from fluid dynamics or quantum mechanics, as well as in harmonic analysis and integrable systems. Connections to probability theory and computational mathematics are also explored.

## Faculty Heading link

### Jerry Bona

Professor

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### Benjamin Call

Research Assistant Professor

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### Mimi Dai

Professor

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### Michael Greenblatt

Professor

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### Irina Nenciu

Professor

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### David Nicholls

Professor

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### Roman Shvydkoy

Professor

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### Christof Sparber

Professor

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## Upcoming Seminars Heading link

Nov
25
2024

Dec
2
2024

### Analysis and Applied Mathematics Seminar: TBA, by Konstantin Matetski

Monday, 4:00 pm–4:50 pm

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Jan
27
2025

### Analysis and Applied Mathematics Seminar: tba, by Bartosz Protas

Monday, 4:00 pm–4:50 pm

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Feb
3
2025

### Analysis and Applied Mathematics Seminar: TBA, by Tianyu Zhu

Monday, 4:00 pm–4:50 pm

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Feb
10
2025

### Analysis and Applied Mathematics Seminar: TBA, by Robert Neel

Monday, 4:00 pm–4:50 pm

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Feb
24
2025

### Analysis and Applied Mathematics Seminar: TBA, by Perry Kleinhenz

Monday, 4:00 pm–4:50 pm

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Mar
31
2025

### Analysis and Applied Mathematics Seminar: Applied Math Master's Exam, by No Seminar

Monday, 4:00 pm–4:50 pm

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