Dr. Henrik Gholian

Professor

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Biography

Henrik Shah Gholian is a professor at KTH Royal Institute of Technology with a focus on mathematics. His research interests encompass both pure and applied mathematics, covering a wide spectrum including potential theory, particularly in quadrature domains and inverse problems, homogenization, discrete potential theory, scattering theory, Euler flows stagnation, and free boundary problems, with a particular emphasis on regularity theory. He is also interested in geometric configurations and rigidity in overdetermined problems. Currently, his primary research focuses on constraint maps. Besides his research activities, he has developed and taught several master-level courses, including Applied Industrial Mathematics, Mathematical Theory of Option Pricing, Mathematical Modeling for Sustainability, and Applications of Free Boundary Problems.

Research Interests

Courses

Applied Industrial Mathematics Mathematical Theory of Option Pricing Mathematical Modeling for Sustainability Applications of Free Boundary Problems Classical Analysis Mathematics for Economists Methods for Elliptic and Parabolic PDEs Sustainable Development Research Methodology for Mathematics Topics in Mathematics III

Requirements for KTH Royal Institute of Technology

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:0
Reading
Required:0
Writing
Required:20
Speaking
Required:0
Total
Required:90
PTE
Listening
Required:0
Reading
Required:0
Writing
Required:62
Speaking
Required:0
Overall
Required:62
Prerequisites
Bachelor's degree (180 ECTS) in Science, Engineering, or a related field. Specific course requirements vary by department (e.g., Mathematics, Programming, or Subject-specific credits).
Application Checklist
  • Certificates and diplomas of completed degree
  • Transcript of records
  • Proof of English proficiency
  • Copy of passport or ID
  • Curriculum Vitae (CV)
  • Letter of Motivation
  • Letters of Recommendation (if required by program)
  • Summary of Project (if required)
Specialization Notes

Master's programs are organized under Schools; departments listed are units within these schools (e.g., EECS, ABE, CBH, ITM, SCI).