Dr. Martin Dindos

Professor

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Biography

Martin Dindos is a distinguished mathematician specializing in Harmonic Analysis and Partial Differential Equations. He holds a Personal Chair at the School of Mathematics at the University of Edinburgh. His research interests encompass the solvability of boundary value problems, including Dirichlet and Neumann conditions, as well as irregular coefficients and limited regularity in the context of elliptic and parabolic equations. Dindos has organized and participated in numerous workshops and conferences, demonstrating a commitment to advancing research in his field. He has supervised a range of PhD students and worked collaboratively with postdoctoral researchers. His academic journey includes significant experience at notable institutions, including a fellowship at the Clay Mathematics Institute and previous positions at Cornell University and Brown University. Dindos has contributed to the academic community through various lectures and workshops, focusing on modern problems in PDE applications and the intersections of harmonic analysis and differential equations.

Research Interests

Experience

Assistant Professor

2001-01-01 — 2004-01-01

Department of Mathematics, Cornell University • Cornell University, USA

Assistant Professor

2004-01-01 — 2005-01-01

Department of Mathematics, Brown University • Brown University, USA

Liftoff Fellow

2001-06-01 — 2001-08-31

Clay Mathematics Institute • Cambridge, MA, USA

Fellowship focusing on mathematical research.

Requirements for University of Edinburgh

Master Program
Requirements
GPA Requirement
Required:3.25
IELTS
Listening
Required:6
Reading
Required:6
Writing
Required:6
Speaking
Required:6
Overall
Required:7
TOEFL
Listening
Required:20
Reading
Required:20
Writing
Required:20
Speaking
Required:20
Total
Required:100
Prerequisites
Undergraduate degree in business, management, or related subject
Application Checklist
  • Academic transcripts
  • Personal statement
  • One academic reference
  • CV/Resume
Specialization Notes

Department of Marketing