Lectures Spring School on Analysis Paseky 1999 (pp. 118, ISBN 80-85863-39-1) |
The book contains main lectures presented on Spring School on Analysis, Paseky 1999.
- Juergen Appell: Nonlinear operators in function spaces
- Carlos Perez: Some topics from Calderon-Zygmund theory related Poincare-Sobolev inequalities, fractional integrals and singular integral operators
- Evgeniy Pustylnik: The structure of intermediate spaces and real interpolation
Lectures Spring School on Analysis Paseky 2001 (pp. 86, ISBN 80-85863-66-9) |
The book contains main lectures presented on Spring School on Analysis, Paseky 2001.
- Andrea Cianchi: Rearrangement estimates and applications to Sobolev and related inequalities
- Michael Cwikel: Calderón couples and K-divisibility
Lectures Spring School on Analysis Paseky 2003 (pp. 104, ISBN 80-86732-04-5) |
The book contains main lectures presented on Spring School on Analysis, Paseky 2003.
- Lars Inge Hedberg and Yuri V. Netrusov: An axiomatic approach to function spaces and spectral synthesis
- Igor Verbitsky: Integral inequalities and function spaces associated with the Schroedinger operator
Lectures Spring School on Analysis Paseky 2005 (pp. 136, ISBN 80-86732-46-0) |
The book contains main lectures presented on Spring School on Analysis, Paseky 2005.
- W. Desmond Evans: Approximation numbers of Sobolev embeddings
- Pavel Schvartsman: The Whitney extension problem and Helly's theorem
Lectures Spring School on Analysis Paseky 2007 (pp. 72, ISBN 80-7378-009-7) |
The book contains main lectures presented on Spring School on Analysis, Paseky 2007.
- Grahame Bennett: The Classical Inequalities Revisited
- Björn Jawerth and Mario Milman: Lectures on Optimization, Image Processing and Interpolation Theory
Lectures Spring School on Analysis Paseky 2009 (pp. 146, ISBN 978-80-7378-085-2) |
The book contains main lectures presented on Spring School on Analysis, Paseky 2009.
- Anders Björn: Newtonian spaces: First-order Sobolev spaces on metric spaces
- Fernando Cobos: Interpolation theory and compactness
- Thierry Coulhon: Sobolev inequalities on non-compact Riemannian manifolds
- Peter A. Hästö: Muckenhoupt weights and variable-exponent function spaces
Lectures Spring School on Analysis Paseky 2011 (pp. 183, ISBN 978-80-7378-169-9) |
The book contains main lectures presented on Spring School on Analysis, Paseky 2011.
- Richard M. Aron: Linearity in non-linear problems
- Michael Lacey: Two Weight Inequalities in Harmonic Analysis: First Results and Outstanding Challenges
- Andrei K. Lerner: The local sharp maximal function and some applications
Lectures Spring School on Analysis Paseky 2013 (pp. 150, ISBN 978-80-7378-233-7) |
The book contains main lectures presented on Spring School on Analysis, Paseky 2013.
- Lars Diening: Lipschitz truncation, Discrete Sobolev Spaces
- Javier Duoandikoetxea: Forty years of Muckenhoupt weights
- Carlos Perez: Singular integrals and weights: a modern introduction
- Vladimir Stepanov: Integral operators on the semiaxis: boundedness, compactness and estimates of the characteristic numbers
Lectures Spring School on Analysis Paseky, June 2015 (pp. 172, ISBN 978-80-7378-291-7) |
The book contains main lectures presented on Spring School on Analysis, Paseky, June 2015.
- Pekka Koskela: Lectures on planar Sobolev extension domains
- Luboš Pick: Howto find the optimal partner
- Juan B. Seoane Sepúlveda: Lineability and Spaceability in Mathematics. Linearity in Nonlinear Settings
Lectures Spring School on Analysis Paseky, June 2017 (xiv+155 pp, ISBN 978-80-7378-341-9) |
The book contains main lectures presented on Spring School on Analysis, Paseky, June 2017.
- Andrea Cianchi: Traces and embedding theorems in Sobolev type spaces
- David Cruz-Uribe: Extrapolation and Factorization
- Piotr Hajłasz: The Heisenberg groups
Lectures Spring School on Analysis Paseky, June 2019 (xiv+135 pp, ISBN 978-80-7378-385-3) |
The book contains main lectures presented on Spring School on Analysis, Paseky, June 2019.
- Loukas Grafakos: Sharp estimates for Fourier multipliers: linear and multilinear theory
- José María Martell: The Dirichlet problem in the upper-half space
- Aldo Pratelli: Isoperimetric problems in a Euclidean space with double density: existence and regularity