J. Saal

发表

Stokes and Navier–Stokes Equations with Robin Boundary Conditions in a Half-Space

J. Saal, 2006 .

Existence and regularity of weak solutions for the Navier-Stokes equations with partial slip boundary conditions(Kyoto Conference on the Navier-Stokes Equations and their Applications)

J. Saal, 2007 .

Nonlinear Partial Differential Equations

Yoshikazu Giga, Mi-Ho Giga, Jürgen Saal, 2004 .

Global weak solutions in three space dimensions for electrokinetic flow processes

J. Saal, André Fischer, 2017 .

Global Strong Solutions for a Class of Heterogeneous Catalysis Models

D. Bothe, J. Saal, M. Kohne, 2015, 1510.06195.

The stokes equation in the Lp-setting: Well-posedness and regularity properties

Matthias Hieber, J. Saal, 2018 .

Multiplication in vector‐valued anisotropic function spaces and applications to non‐linear partial differential equations

J. Saal, M. Köhne, 2017, Mathematische Nachrichten.

Global solvability of the Navier-Stokes equations in spaces based on sum-closed frequency sets

Y. Giga, A. Mahalov, J. Saal, 2007, Advances in Differential Equations.

Optimal Sobolev regularity for the Stokes equations on a 2D wedge domain

J. Saal, M. Köhne, Laura Westermann, 2019, Mathematische Annalen.

An Approach to Rotating Boundary Layers Based on Vector Radon Measures

Y. Giga, J. Saal, 2012, Journal of Mathematical Fluid Mechanics.

Global weak solutions in three space dimensions for electrokinetic flow processes

J. Saal, André Fischer, 2016, Journal of Evolution Equations.

R-sectoriality of Cylindrical Boundary Value Problems

J. Saal, T. Nau, 2011 .

Uniform global solvability of the rotating Navier-Stokes equations for nondecaying initial data

Y. Giga, A. Mahalov, J. Saal, 2008 .

Rotating Navier-Stokes Equations in $${\mathbb R}^{3}_{+}$$ with Initial Data Nondecreasing at Infinity: The Ekman Boundary Layer Problem

Y. Giga, A. Mahalov, J. Saal, 2004 .

Existence and regularity of weak solutions for the Navier-Stokesequations with partial slip boundary conditions

J. Saal, 2007 .

Existence and regularity of weak solutions for the Navier-Stokesequations with partial slip boundary conditions

J. Saal, 2007 .

R-boundedness, H[∞]-calculus, maximal (L[p]-) regularity and applications to parabolic PDE's

J. Saal, 2007 .

H∞-calculus for the Stokes operator on Lq-spaces

André Noll, Jürgen Saal, J. Saal, 2003 .

Triebel–Lizorkin–Lorentz Spaces and the Navier–Stokes Equations

J. Saal, P. Hobus, 2017, Zeitschrift für Analysis und ihre Anwendungen.

A P ] 5 O ct 2 01 7 Triebel-Lizorkin-Lorentz spaces and the Navier-Stokes equations

J. Saal, P. Hobus, 2017 .

Global Well-Posedness and Stability of Electrokinetic Flows

Dieter Bothe, André Fischer, Jürgen Saal, 2014, SIAM J. Math. Anal..

Wellposedness of the tornado-hurricane equations

J. Saal, 2009 .

R-sectoriality of truly cylindrical boundary value problems.In Trends in Mathematics. Parabolic Problems.

J. Saal, T. Nau, 2009 .

EXISTENCE OF ANALYTIC SOLUTIONS FOR THE CLASSICAL

G. Simonett, J. Prüss, J. Saal, 2007 .

Analysing detection of chronic diseases with prolonged sub-clinical periods: modelling and application to hypertension in the U.S.

E. Gregg, R. Brinks, A. Hoyer, 2019, BMC Medical Research Methodology.

The Spin-Coating Process: Analysis of the Free Boundary Value Problem

R. Denk, Matthias Hieber, M. Geissert, 2011 .

Inhomogeneous symbols, the Newton polygon, and maximal Lp-regularity

R. Denk, J. Saal, J. Seiler, 2008 .

Bounded H∞‐calculus for pseudo‐differential Douglis–Nirenberg systems of mild regularity

R. Denk, J. Saal, J. Seiler, 2008, 0801.3748.

Analysis of a Living Fluid Continuum Model

H. Lowen, J. Saal, Florian Zanger, 2015, 1604.02081.

Stokes and Navier-Stokes equations subject to partial slip on uniform C2,1-domains in L-spaces

J. Saal, P. Hobus, 2020, 2003.05801.

Optimal Sobolev regularity for the Stokes equations on a 2D wedge domain

J. Saal, M. Köhne, Laura Westermann, 2018, Mathematische Annalen.

Global well-posedness and stability of electro-kinetic flows

D. Bothe, J. Saal, André Fischer, 2012, 1206.1457.

Hyperbolic Navier-Stokes equations I: Local well-posedness

R. Racke, J. Saal, 2012 .

Hyperbolic Navier-Stokes equations II : Global existence of small solutions

R. Racke, J. Saal, 2012 .

GLOBAL WEAK SOLUTIONS IN THREE SPACE DIMENSIONS FOR ELECTRO-KINETIC FLOW PROCESSES

J. Saal, André Fischer, 2016 .

Existence of analytic solutions for the classical Stefan problem

G. Simonett, J. Prüss, J. Saal, 2007 .

Stable and unstable flow regimes for active fluids in the periodic setting

Christiane Bui, Christian Gesse, Jurgen Saal, 2022, Nonlinear Analysis: Real World Applications.

Turbulence in active fluids caused by self-propulsion

Hartmut Löwen, Jürgen Saal, Christiane Bui, 2018, Asymptot. Anal..

Stokes and Navier-Stokes equations with perfect slipon wedge type domains

J. Saal, Siegfried Maier, 2014 .

L1 MAXIMAL REGULARITY FOR THE LAPLACIAN AND APPLICATIONS

Y. Giga, J. Saal, 2010 .

Nonlinear partial differential equations : asymptotic behavior of solutions and self-similar solutions

Jürgen Saal, 儀我美一, J. Saal, 2010 .

Maximal regularity for the Stokes system on noncylindrical space-time domains

J. Saal, 2006 .

Simonett Analytic solutions for the classical two-phase Stefan problem In :

J. Prüss, M. Fila, A. Handlovicová, 2012 .

Analytic solutions for the classical two-phase Stefan problem

G. Simonett, J. Prüss, J. Saal, 2005 .

Uniform exponential stability of the Ekman spiral

Y. Giga, J. Saal, 2013 .

Nonlinear stability of Ekman boundary layers

A. Mahalov, Matthias Hieber, J. Saal, 2010 .

The Stokes Operator with Robin Boundary Conditions in Solenoidal Subspaces of L 1(ℝ n +) and L ∞(ℝ n +)

Jürgen Saal, J. Saal, 2007 .

Stable and unstable flow regimes for active fluids in the periodic setting

J. Saal, Christian Gesse, C. Bui, 2022, Nonlinear Analysis: Real World Applications.

Stability Analysis for a Class of Heterogeneous Catalysis Models

J. Saal, Christian Gesse, Matthias Kohne, 2023, 2308.01049.