Mikko Salo. Departmental front page Research Studies People Inverse problems group. Professor Department of Mathematics and Statistics University of Jyväskylä ...

Mikko Salo. Departmental front page Research Studies People Inverse problems group. Home Accepted manuscript or preprint versions of the articles may be found below in pdf form. The final versions appear in the indicated journals. Submitted articles

Mikko Salo. Departmental front page Research Studies People Inverse problems group. Home Books. Geometric inverse problems, with emphasis on two dimensions (free version, for personal use only, of a monograph with G. Paternain and G. …

Mikko Salo Department of Mathematics and Statistics University of Jyväskylä PO Box 35 (Ahlmaninkatu 2), 40014 Jyväskylä Finland. Room: MaD359 Telephone: +358 40 805 4476. Email: mikko.j.salo 'at' jyu.fi

The lectures are given by Mikko Salo (office MaD359), and exercise sessions by Hjørdis Schlüter (office MaD303). You are very welcome to contact the instructors at their offices or by email. Schedule. The lectures are Thursdays and Fridays at 10.15-12.00 in …

The lectures are given by Mikko Salo, and exercise sessions by Pu-Zhao Kow and Suman Kumar Sahoo. Schedule The lectures are Tuesdays and Thursdays at 14.15-16.00 in room MaD381, with the first lecture on 22 March.

MIKKO SALO Abstract. These are lecture notes for a minicourse on applications of microlocal analysis in inverse problems, to be given in Helsinki and Shanghai in June 2019. Preface Microlocal analysis originated in the 1950s, and by now it is a substantial mathematical theory with many di erent facets and applications. One might view microlocal ...

Mikko Salo Department of Mathematics and Statistics University of Helsinki. Contents Chapter 1. Introduction 1 Chapter 2. Interpolation theory 5 2.1. Classical results 5 2.2. Abstract interpolation 13 2.3. Real interpolation 16 2.4. Interpolation of Lp spaces 20 Chapter 3. Fractional Sobolev spaces, Besov and Triebel spaces 27

Mikko Salo Department of Mathematics and Statistics University of Helsinki. Contents Preface 1 Chapter 1. Introduction 3 Chapter 2. Riemannian geometry 9 2.1. Smooth manifolds 9 2.2. Riemannian manifolds 18 2.3. Laplace-Beltrami operator 25 2.4. DN map 31 2.5. Geodesics and covariant derivative 34

The lectures are given by Mikko Salo (office MaD359), and exercise sessions by David Johansson (office MaD236). You are very welcome to contact the instructors at their offices or by email. Schedule. The lectures are Thursdays and Fridays at 10.15-12.00 in room MaD381 (21 March-10 May, no lectures on 28-29 March). Exceptions: