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$T1$ Theorem for Singular Integral in Non-homogeneous Spaces
Description:
We prove the $T1$ theorem for singular integrals with general Calderon-Zygmund kernels in the non-homogeneous setting by modifying the dyadic representation theorem in a convenient manner. This presentation is based on a joint work with T. Hytonen.
Creator:
Grau de la Herran, Ana (University of Helsinki)
Created:
2015-05-29
Contributed By:
University of Minnesota, Institute for Mathematics and its Applications.
Last Updated:
2018-06-19
$T1$ Theorem for Singular Integral in Non-homogeneous Spaces
T1 Theorem and local Tb Theorems for Square functions
Description:
The Tb theorem, like its predecessor, the T1 Theorem, is a an L^2 boundedness criterion, originally established by McIntosh and Meyer, and by David, Journe and Semmes in the context of singular integrals, but later extended by Semmes to the setting of "square functions". The latter arise in many applications in complex functiontheory and in PDE,...
Created:
2012-06-02
Contributed By:
University of Minnesota, Institute for Mathematics and its Applications.
Last Updated:
2018-06-19
T1 Theorem and local Tb Theorems for Square functions
Szemeredi Regularity Lemma and Limit of Graphs Introduced by: Miklós Simonovits
Description:
The Szemeredi regularity lemma is crucial in graph limit theory.It isa basic tool to study large dense graphs: e.g. how to consider similarity,approximation by small graphs, how local and global properties are related to each other. It provides important new bridge between graph theoryand other fields like analysis, probability, topology.Focusin...
Creator:
Sos, Vera T. (Hungarian Academy of Sciences (MTA))
Created:
2012-11-30
Contributed By:
University of Minnesota, Institute for Mathematics and its Applications.
Last Updated:
2018-06-19
Szemeredi Regularity Lemma and Limit of Graphs Introduced by: Miklós Simonovits
Szemerédi's Regularity Lemma, Variants, and Applications Introduced by: Van Vu
Description:
Szemerédi's regularity lemma is one of the most powerful toolsin graph theory, with many applications in combinatorics, number theory,discrete geometry, and theoretical computer science. Roughly speaking, itsays that every large graph can be partitioned into a small number of partssuch that the bipartite subgraph between almost all pairs of part...
Creator:
Fox, Jacob (Massachusetts Institute of Technology)
Created:
2012-11-30
Contributed By:
University of Minnesota, Institute for Mathematics and its Applications.
Last Updated:
2018-06-19
Szemerédi's Regularity Lemma, Variants, and Applications Introduced by: Van Vu
Szarkowski - This Book
Description:
Correspondent: Szarkowski, John
Creator:
Purcell, William Gray, 1880-1965
Created:
1956-01-08
Contributed By:
University of Minnesota Libraries, Northwest Architectural Archives.
Last Updated:
2017-11-22
Szarkowski - This Book
Syvertson, Selver E.
Description:
SLA
Created:
1919
Contributed By:
University of Minnesota Libraries, University Archives.
Last Updated:
2017-12-14
Syvertson, Selver E.
Syverton, Jerome T
Description:
Head of Dept. of Bacteriology and Immunology, University of Minnesota Medical School
Contributed By:
University of Minnesota Libraries, University Archives.
Last Updated:
2017-12-14
Syverton, Jerome T
Syverton, Jerome T
Created:
1956
Contributed By:
University of Minnesota Libraries, University Archives.
Last Updated:
2017-12-14
Syverton, Jerome T
Syverton, Jerome T
Creator:
News Service
Contributed By:
University of Minnesota Libraries, University Archives.
Last Updated:
2017-12-14
Syverton, Jerome T
Syverson, Aldrich
Description:
Chemistry
Created:
1938
Contributed By:
University of Minnesota Libraries, University Archives.
Last Updated:
2017-12-14
Syverson, Aldrich