Prof. Dr. Jonas Sauer
Juniorprofesoro (TT)
FSU Jena

M. Bravin, M. V. Gnann, H. Knüpfer, N. Masmoudi, F. B. Roodenburg, kaj J. Sauer, Well-Posedness and Regularity of the Heat Equation with Robin Boundary Conditions in the Two-Dimensional Wedge, Comm. Partial Differential Equations, akceptita.
arXiv 2411.04651.

J. Sauer kaj S. Smith, Schauder Estimates for Germs via Scaling, Stoch. Partial Differ. Equ. Anal. Comput., 2025.
Artikolo

M. Bravin, M. V. Gnann, H. Knüpfer, N. Masmoudi, F. B. Roodenburg, kaj J. Sauer, Well-Posedness of the Stokes Equations on a Wedge with Navier-Slip Boundary Conditions, preprint.
arXiv 2407.15517.

B. Gess kaj J. Sauer, Optimal Regularity in Time and Space for Nonlocal Porous Medium Type Equations, preprint.
arXiv 2311.06225.

F. Otto, J. Sauer, S. Smith kaj H. Weber, A Priori Bounds for Quasi-Linear SPDEs in the Full Sub-Critical Regime, J. Eur. Math. Soc., 27(1), 71--118, 2025.
Artikolo

C. Raithel kaj J. Sauer, The Initial Value Problem for Singular SPDEs via Rough Paths, preprint.
arXiv 2001.00490.

B. Gess, J. Sauer kaj E. Tadmor, Optimal Regularity in Time and Space for the Porous Medium Equation, Anal. PDE, 13(8), 2441--2480, 2020.
Artikolo
Traduko al Esperanto

F. Otto, J. Sauer, S. Smith kaj H. Weber, Parabolic Equations with Rough Coeffients and Singular Forcing, preprint.
arXiv 1803.07884.

M. Kyed kaj J. Sauer, On Time-Periodic Solutions to Parabolic Boundary Value Problems, Math. Ann., 374(1), 37-65, 2019.
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Y. Giga, J. Sauer kaj K. Schade, Strong Stability of 2D Viscoelastic Poiseuille-Type Flows, Adv. Math. Sci. Appl., 27(1), 143-167, 2018.

J. Sauer, Instationary Generalized Stokes Equations in Partially Periodic Domains, J. Math. Fluid Mech., 20(2), 289-327, 2018.
Artikolo

Y. Maekawa kaj J. Sauer, Maximal Regularity of the Time-Periodic Stokes Operator on Unbounded and Bounded Domains, J. Math. Soc. Japan, 69(4), 1403-1429, 2017.
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M. Kyed kaj J. Sauer, A Method for Obtaining Time-Periodic Lp Estimates, J. Differential Equations, 262(1), 633-652, 2017.
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J. Sauer, Maximal Regularity of the Spatially Periodic Stokes Operator and Application to Nematic Liquid Crystal Flows, Czechoslovak Math. J., 66(1), 41-55, 2016.
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J. Sauer, Weighted Resolvent Estimates for the Spatially Periodic Stokes Equations, Annali dell'Università di Ferrara, 61(2), 333-354, 2015.
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J. Sauer, An Extrapolation Theorem in Non-Euclidean Geometries and Its Application to Partial Differential Equations, J. Elliptic Parabol. Equ., 1, 403-418, 2015.
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R. Farwig kaj J. Sauer, Very Weak Solutions of the Stationary Stokes Equations in Unbounded Domains of Half Space Type, Math. Bohem., 140(1), 81-109, 2015.
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Edukada fonduso "Innovation in der Lehre" por la projekto
"Podcast / Seminar Literatur-Rundschau"
Akademie für Lehrentwicklung der Friedrich-Schiller-Universität Jena

2018 JMSJ Outstanding Paper Prize por
"Maximal Regularity of the Time-Periodic Stokes Operator on Unbounded and Bounded Domains" (kun Y. Maekawa)
Journal of the Mathematical Society of Japan

Plej bona prezentado de la konferenco por
"Navier-Stokes Flow in Infinite Cylinders with Non-Constant Cross Section"
The 8th Japanese-German International Workshop on Mathematical Fluid Dynamics

International Research Training Group 1529 Darmstadt-Tokyo (2012-2015)
Deutsche Forschungsgemeinschaft
Japan Society for the Promotion of Science

Studienstiftung des Deutschen Volkes (2010-2012)

Metropolen in Osteuropa (2009-2010)
Krupp-Fondaĵo