

PD Dr. Jörg Wolf
HumboldtUniversität zu Berlin
Department of Mathematics
Address: Rudower Chaussee 25 D12489 Berlin Room 2.114
 Postal Address: Unter den Linden 6 D10099 Berlin

Tel. +49(0)30 20932239
jwolf{at}mathematik.huberlin.de

Personal Information
19861991 
Study of mathematics at the
Humboldt University of Berlin 
19921994 
Study of Asien sciences at the Institut of Asian studies,
Humboldt University of Berlin 
19942000 
Doctoral study "Nonlinear systems of PDEs"

19951998 
Member of the post graduate program:
"Geometry and nonlinear analysis" 
19992008 
Research assistant at the HumboldtUniversität zu
Berlin 
2002 
Dissertation with topic
"Regularity of weak solutions of elliptic and
parabolic systems" 
2006 
Habilitation with topic
"Local pressure method and local regularity theory
for incompressible fluids" 
2007 
Guest lecturer at the School of Economics Berlin 
20082012 
Research assistant at the University of Magdeburg 
2013 
Profesor substitute at the University of Mainz 
since 2010 
Privatdozent at the HumboldtUniversity of Berlin 
Research Areas
 Existence and regularity of weak solutions to elliptic and parabolic systems
 Mathematical theory of incompressible viscous fluids
 NavierStokes equations and related systems with nonlinear coupling
 Singular integrals and singular integral operators
Recent publications

A direct proof of the CaffarelliKohnNirenberg theorem.
(to appear in: Proc. Conf. ''Parabolic and NavierStokes equations",
Banach center publications, Bedlewo, September, 1017, 2006.)
 Existence of weak solutions to the equations of nonStationary motion of
nonNewtonian fluids with shear rate dependent viscosity,
J. Math. Fluid Mech. 9 (2007), 104138.
 Existence and partial regularity of weak solutions to the equations of a stationary motion
of a nonNewtonian fluid with sheardependent viscosity in two and three
dimensions (in preparation)
 Interior regularity of weak solutions to the equations of a stationary motion
of a nonNewtonian fluid with sheardependent viscosity. The case
q= 3d/ (d+2), (to appear in Comment. Math. Univ. Carol.).
 Interior C^{1,\alpha}regularity of weak solutions to the equations of
stationary motion to certain nonNewtonian fluids in two dimensions,
Boll. U.M.I. (8) 10B (2007), 317340.
 List of publications
Teaching
Nichtlineare Operatorgleichungen  WS 2013/14
Nichtlineare Funktionalanalysis WS 2012/13
Partielle Differentialgl.  WS08/09
Minimumprobleme
Presentations

