Matti Jutila
Matti Jutila | |
|---|---|
| Born | 16 March 1943 Vesilahti |
| Died | 7 March 2026 (aged 82) Turku |
| Scientific career | |
| Fields | Mathematics |
| Workplaces | University of Turku |
Matti Ilmari Jutila (16 March 1943 – 7 March 2026) was a mathematician and a professor emeritus at the University of Turku.[1] He researched in the field of analytic number theory.
Education and career
[edit]Jutila was born on 16 March 1943 in Vesilahti, Finland.[2] He completed a doctorate at the University of Turku in 1970, with a dissertation related to Linnik's constant supervised by Kustaa Inkeri.[3]
Jutila's work has repeatedly succeeded in lowering the upper bound for Linnik's constant.[4] He is the author of a monograph, Lectures on a method in the theory of exponential sums (1987).[5] According to the Mathematics Genealogy Project, he advised five PhD students, all at the University of Turku.[3] He was elected to membership in the Finnish Academy of Science and Letters in 1982.[6]
Personal life
[edit]Jutila died on 7 March 2026.[2]
References
[edit]- ↑ "Research of Mathematics, Applied Mathematics, and Statistics". Mathematics. University of Turku. Retrieved 17 August 2020.
- 1 2 Metsänkylä, Tauno; Vuorinen, Matti; Jutila, Ilkka (26 May 2026). "Merkittävä matemaatikko: Matti Jutila 1943–2026" [Notable Mathematician: Matti Jutila 1943–2026]. Helsingin Sanomat (in Finnish). p. B 13. Retrieved 26 May 2026.
- 1 2 Matti Jutila at the Mathematics Genealogy Project
- ↑ Guy, Richard (2004), "A4 The prime number race", Unsolved Problems in Number Theory, Problem Books in Mathematics, vol. 1 (3rd ed.), Springer Science & Business Media, pp. 22–25, ISBN 9780387208602
- ↑ Reviews of Lectures on a method in the theory of exponential sums: S. W. Graham (1989), MR 0910497; Ekkehard Krätzel, Zbl 0671.10031
- ↑ "Finnish Members | 31 December 2023". Yearbook 2023. Finnish Academy of Science and Letters. Retrieved 27 May 2026.
External links
[edit]- "Matti Ilmari Jutila author profile". MathSciNet. American Mathematical Society.