Janne Nurminen

Janne Nurminen is a Postdoctoral Researcher at the Department of Mathematics and Statistics, University of Jyväskylä, affiliated with the Faculty of Mathematics and Science. His research focuses on inverse problems, particularly in the context of partial differential equations (PDEs), including semilinear elliptic equations, minimal surface equations, and nonlinear elliptic operators. He explores theoretical aspects such as uniqueness, stability, and reconstruction methods in inverse problems, often involving geometric and differential geometric considerations.

His work spans mathematical analysis of inverse boundary value problems, with applications to Riemannian geometry and medical imaging (e.g., electrical impedance tomography). Nurminen has contributed to advancing understanding of inverse problems with low regularity assumptions, nonlinearities, and unbounded potentials. His research bridges pure mathematics and applied sciences, emphasizing rigorous proofs and interdisciplinary relevance.

Nurminen’s publications (2020–2025) highlight his expertise in inverse problems for various PDEs, including biharmonic operators and semilinear equations. His recent work (2024–2025) addresses minimal surface equations in Riemannian settings and low-regularity scenarios.

He is part of the Inverse Problems research group at the University of Jyväskylä, which investigates indirect measurement methodologies and their mathematical foundations. No scientific awards are explicitly mentioned in the provided materials.