List of papers in our printed series is available below. For preprints of authors involved in Nečas Center for Mathematical Modeling
follow this link. Our electronic preprints are below this text.
Electronic Preprints
The aim of this series that was established in November 2007 is to provide exposure to early versions of research papers by authors from our institute. Authors of these preprints
are solely responsible for their contents. These preprints
stay available on-line for up to two years and then they go off-line. Older preprints are provided upon request unless the author specifies otherwise. To submit a
preprint send its .ps or .pdf version to preprint@math.cas.cz preferably as an attachment. All other related correspondence can
be sent to the same address.
Printed Series
The preprint series was founded in 1982. Its purpose is to present
manuscripts
of submitted or unpublished papers and reports of researchers of
the Institute. The authors are fully responsible for the content of the
preprints.
Please contact the authors of the preprints to obtain copies.
Latest preprints of the series
2009
189 Amiran Gogatishvili, Julio S. Neves, Bohumir Opic:
Compact embeddings of Bessel-potential-type spaces into generalized Hoelder
spaces involving k-modulus of smoothness
188 Antonio M. Caetano, Amiran Gogatishvili, Bohumir Opic:
Compact embeddings of Besov spaces involving only slowly varying smoothness
187 Bohumir Opic: The averaging integral operator
between weighted Lebesgue spaces and reverse Hoelder
inequalities
186 Bohumir Opic, Jiri Rakosnik: Weighted estimates for
the averaging integral operator
185 I. Bock, J. Jarusek: Dynamic contact problem for a bridge
modeled by a viscoelastic full von Karman system
184 Ch. Eck, J. Jarusek, M. Sofonea:
A Dynamic Elastic-visco-plastic Unilateral Conract Problem
with Normal Damped Response and Coulomb Friction
183 Jiri Outrata, Jiri Jarusek, Jana Stara:
On optimality conditions in control of elliptic variational
inequalities
2008
182 Amiran Gogatishvili, Julio S. Neves, Bohumir Opic:
Optimal embeddings of Bessel-potential-type spaces into
generalized Holder spaces involving k-modulus of smoothness
181 Ivan Straskraba, Emil Vitasek: The flow of a liquid with cavitation
180 Bernard Ducomet, Sarka Necasova: A boundary value problem for
the spherically symmetric motion of a pressureless gas with a temperature-dependent
viscosity
179 Bernard Ducomet, Sarka Necasova:
Free boundary problem for the equations of spherically symmetric
motion of compressible gas with density-dependent viscosity
178
Amiran Gogatishvili, Julio S. Neves, Bohumir Opic:
Sharp Estimates of the k-Modulus of Smoothness of Bessel
Potentials
177
Antonio M. Caetano, Amiran Gogatishvili, Bohumir Opic:
Sharp embeddings of Bessov spaces involving only slowly
varying smoothness 176
Ch. Eck, J. Jarusek: Solvability of static contact problems
with Coulomb friction for othotropic material
130 Miroslav Krbec, Hans-Juergen Schmeisser: Imbeddings
of
Brézis-Wainger type. The case of missing derivatives
129 Alberto Fiorenza, Miroslav Krbec: On decompositions
in L(log L)\alpha 128 Dagmar Medkova: Solution of the Dirichlet problem
for the Laplace equation
127 Miroslav Krbec, Thomas Schott: Superposition of
imbeddings
and Fefferman’s inequality
126 Miroslav Silhavy: On isotropic rank 1 convex
functions
1997
125 Amiran Gogatishvili, Jan Lang: The generalized Hardy
operator
with kernel and variable integral limits in Banach function spaces
124 W. D. Evans, D. J. Harris, J. Lang: Two-sided
estimates
for the approximation numbers of Hardy-type operators in L\infty
and L1 123 Josef Kral, Dagmar Medkova: Essential norms of a
potential
theoretic boundary integral operator in L1 122 Alberto Fiorenza, Miroslav Krbec: On the domain and
range of the maximal operator
121 Miroslav Silhavy: Convexity conditions for
rotationally
invariant functions in two dimnsions
120 Dagmar Medkova: Solution of the Robin problem for
the Laplace equation
119 G. P. Galdi, S. Matusu-Necasova: Existence and
uniqueness
of classical solutions of the equations of motion for third-grade
fluids
and instability of the rest state
