Tobias Finis und Mathematical - Info zur Person

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Geometry

www.imprs-mis.mpg.de

Tobias Finis (Mathematical Institute of Leipzig University) Nadine Große (Mathematical Institute of Leipzig University) Jürgen Jost (MPI for Mathematics in the Sciences)

AMS :: Journal of the American Mathematical Society

www.ams.org

[Fin06] Tobias Finis, Divisibility of anticyclotomic 𝐿-functions and theta functions with complex multiplication, Ann. of Math. (2) 163 (2006), no. 3, 767–807.

AMS :: Journal of the American Mathematical Society

www.ams.org

von S Marshall · — Tobias Berger and Gergely Harcos, l -adic representations associated to modular forms over imaginary quadratic fields, Int. · Tobias Finis, Fritz Grunewald, and ... › jams

Journal of the European Mathematical Society

ems.press

Tobias Finis and Erez Lapid pp – Abstract | Full-Text PDF (443 KB) | Metadata. On a Turán problem in weakly quasirandom 3-uniform hypergraphs › journals

Journal of the European Mathematical Society - EMS ...www.ems-ph.org › of_article

ems.press

Tobias Finis and Erez Lapid. (1) Universität Leipzig, Germany (2) Weizmann Institute of Science, Rehovot, Israel. The motivating question of this paper is roughly ...

ESI: The Erwin Schrödinger International Institute for Mathematical...

www.mat.univie.ac.at

Algebraic and analytic aspects of Arthur's non-invariant trace formula (joint with Tobias Finis). 12: :00, Lunch break. 14: :00, Freydoon Shahidi

School of Mathematical Sciences - Tel-Aviv University

www.math.tau.ac.il

... symmetric spaces. The main tool is the Arthur-Selberg trace formula. My own contribution is joint work with Tobias Finis and Werner Muller.

Landau Center for Research in Mathematical Analysis: Conference 2010

www.ma.huji.ac.il

Tobias Finis (Düsseldorf) Fritz Grunewald (Düsseldorf) Lizhen Ji (Michigan) Dihua Jiang (Minnesota) Kai Köhler (Düsseldorf) Bernhard Krötz (Hannover)

EMS - European Mathematical Society Publishing House

ems.press

On the Arthur–Selberg trace formula for GL(2) Tobias Finis and Erez Lapid pp. 367–391 Abstract | Full-Text PDF (271 KB) Interpolating coefficient systems and $p$-ordinary

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Person "Finis" (3)
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Tobias Finis und Mathematical Person-Info