Jörn Zimmerling
Associate senior lecturer/Assistant Professor at Department of Information Technology; Division of Scientific Computing
- Telephone:
- +46 18 471 54 17
- E-mail:
- jorn.zimmerling@it.uu.se
- Visiting address:
- Hus 10, Regementsvägen 10
- Postal address:
- Box 337
751 05 UPPSALA
- Academic merits:
- Docent
- ORCID:
- 0000-0002-3530-5723
Short presentation
Information can be found on my webpage:
Publications
Recent publications
Part of SIAM Journal on Imaging Sciences, p. 851-880, 2025
Part of Journal of Scientific Computing, 2025
- DOI for Monotonicity, Bounds and Acceleration of Block Gauss and Gauss–Radau Quadrature for Computing BTϕ(A)B
- Download full text (pdf) of Monotonicity, Bounds and Acceleration of Block Gauss and Gauss–Radau Quadrature for Computing BTϕ(A)B
When Data Driven Reduced Order Modeling Meets Full Waveform Inversion
Part of SIAM Review, p. 501-532, 2024
Electromagnetic inverse wave scattering in anisotropic media via reduced order modeling
Part of Journal of Computational Physics, 2024
- DOI for Electromagnetic inverse wave scattering in anisotropic media via reduced order modeling
- Download full text (pdf) of Electromagnetic inverse wave scattering in anisotropic media via reduced order modeling
2023
All publications
Articles in journal
Part of SIAM Journal on Imaging Sciences, p. 851-880, 2025
Part of Journal of Scientific Computing, 2025
- DOI for Monotonicity, Bounds and Acceleration of Block Gauss and Gauss–Radau Quadrature for Computing BTϕ(A)B
- Download full text (pdf) of Monotonicity, Bounds and Acceleration of Block Gauss and Gauss–Radau Quadrature for Computing BTϕ(A)B
When Data Driven Reduced Order Modeling Meets Full Waveform Inversion
Part of SIAM Review, p. 501-532, 2024
Electromagnetic inverse wave scattering in anisotropic media via reduced order modeling
Part of Journal of Computational Physics, 2024
- DOI for Electromagnetic inverse wave scattering in anisotropic media via reduced order modeling
- Download full text (pdf) of Electromagnetic inverse wave scattering in anisotropic media via reduced order modeling
Waveform inversion via reduced order modeling
Part of Geophysics, 2023
Solving inverse scattering problems via reduced-order model embedding procedures
Part of Inverse Problems, 2023
- DOI for Solving inverse scattering problems via reduced-order model embedding procedures
- Download full text (pdf) of Solving inverse scattering problems via reduced-order model embedding procedures
Waveform Inversion with a Data Driven Estimate of the Internal Wave
Part of SIAM Journal on Imaging Sciences, p. 280-312, 2023