Dr. Jan Nordström

Professor

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Biography

Jan Nordström is a Professor Emeritus at Linköping University, focusing on time-dependent partial differential equations. His research is dedicated to developing numerical methodology for multi-physics applications governed by partial differential equations. His primary interest lies in initial boundary value problems, particularly concerning the fundamental effects of boundary interface conditions, well-posedness, and stability. Nordström has held various academic positions including associate editor for notable journals in mathematics and computational physics and has collaborated internationally with institutions such as Stanford University and the University of Cape Town. His teaching portfolio encompasses courses on computational mathematics and numerical methods for differential equations. A member of various academic societies, he contributes to the field through his active involvement in research networks and mentor practices for Ph.D. students in his area of expertise.

Research Interests

Experience

Professor Emeritus

2018-01-01 — Present

Linköping University • Linköping, Sweden

Conducts research and teaches in the field of partial differential equations.

Requirements for Linköping University

Master Program
Requirements
GPA Requirement
Required:3
IELTS
Listening
Required:5.5
Reading
Required:5.5
Writing
Required:5.5
Speaking
Required:5.5
Overall
Required:6.5
TOEFL
Listening
Required:20
Reading
Required:20
Writing
Required:20
Speaking
Required:20
Total
Required:90
Prerequisites
Bachelor's degree with a major relevant to the program At least 30 ECTS credits in mathematics/applied mathematics and/or application of mathematics
Application Checklist
  • Certificates and diplomas from previous university studies
  • Transcript of records
  • Proof of English proficiency
  • Copy of passport/ID
  • Syllabus for relevant courses
Specialization Notes

Requirements are standardized across the Faculty of Science and Engineering (Institute of Technology) for international Master's programs.