
Selected Publications
Y. Lu and S. Schwarzacher: Homogenization of the compressible NavierStokes equations in domains with very tiny holes (2018), JDE 265 (4), 13711406. Preprint.
U. Gianazza and S. Schwarzacher: Selfimproving property of degenerate parabolic equations of porous mediumtype (2018), Accepted at AJM Preprint.
D. Breit and S. Schwarzacher: Compressible fluids interacting with a linearelastic shell ARMA, (2018), Vol. 228, p. 495562. Preprint.
F. Rindler, S. Schwarzacher, E. Suli: Regularity and approximation of strong solutions to rateindependent systems, M3AS, (2017), Vol.27, p. 25112556. Preprint.
L. Diening, S. Schwarzacher, B. Stroffolini and A. Verde: Parabolic Lipschitz truncation and Caloric Approximation, Calc. of Var. and PDE, (2018), Vol. 56, p. 120. Preprint.
D. Breit, A. Cianchi, L. Diening, T. Kuusi and S. Schwarzacher: Pointwise CalderonZygmund gradient estimates for the pLaplace system, JMPA, (2017), Vol.114, p. 146190. Preprint.
M. Bulicek, J. Burczak and S. Schwarzacher: A unified theory for some non Newtonian fluids under singular forcing, SIAM J. Math. Anal., (2016), vol. 48, p. 4241–4267. Preprint.
M. Bulicek and S. Schwarzacher: Existence of very weak solutions to elliptic systems of pLaplacian type, Calc. of Var. and PDE, (2016), vol. 55, 14 pp Preprint.
M. Bulicek, L. Diening and S. Schwarzacher: Existence, uniqueness and optimal regularity results for very weak solutions to nonlinear elliptic systems, Analysis and PDE, (2016), vol. 9, p. 1115–1151 Preprint.
J. Frehse, S. Schwarzacher: On regularity of the time derivative for degenerate parabolic systems, SIAM J. Math. Anal., (2015), vol. 47, p.39173943 Preprint.
D. Breit, L. Diening, S. Schwarzacher: Finite element methods for the
p(.)Laplacian, SIAM J. Numer. Anal., (2015), vol. 53, p. 551572 Preprint.
S. Schwarzacher: HölderZygmund Estimates for Parabolic Degenerate Systems. J. Differential Equations, (2014), vol. 256, p. 24232448
Preprint.
D. Breit, L. Diening, S. Schwarzacher: Solenoidal Lipschitz truncation for parabolic PDE's. Math. Models Methods Appl. Sci., (2013), vol. 23, p. 26712700 Preprint.
L. Diening, Ch. Kreuzer, S. Schwarzacher: Convex Hull Property and Maximum Principles for Finite Element Minimizers of General Convex Functionals. Numer. Math. (2013), vol. 124, p. 685700.
Preprint.
L. Diening, P. Kaplicky, S. Schwarzacher:
BMO estimates for the pLaplacian, Nonlinear Anal., (2012), Vol. 75, p. 637650, Preprint.

