Strong variational and jump inequalities in harmonic analysis
By Roger L. Jones, Andreas Seeger, James Wright. 2008
202 citations recorded by the source corpus.
Subfields: Applied Mathematics, Mathematical Physics
View Paper: https://www.semanticscholar.org/paper/930e20d0e080f12c2547b4ce8419758ca10e67a8
How researchers see this paper
The researchers whose trusted networks rank it highest, strongest advocate first. Every researcher gets a different order.
In Applied Mathematics
- Mariusz Mirek
- E. Stein
- Bartosz Trojan
- R. Crescimbeni
- R. Macías
- T. Menárguez
- José L. Torrea
- B. Viviani
In Mathematical Physics
- Mariusz Mirek
- E. Stein
- Bartosz Trojan
- José L. Torrea
- Yongsheng Han
- Dachun Yang
- Victor Lie
- Tuomas Hytönen
Citations in the corpus
- L^p(Z^d)-estimates for discrete operators of Radon type: Variational estimates (2015, methodology): “These kinds of questions were extensively discussed in [10], see also the references given there.”
- The ρ-variation as an operator between maximal operators and singular integrals (2009, background): “Nevertheless, the results in [ 2 ] cannot be applied directly to the family e − tH , reason why, in order to prove the L p boundedness of O(T ) and Vρ(T ),”
- Discrete maximal functions in higher dimensions and applications to ergodic theory (2014, background): “Variational inequalities in harmonic analysis and ergodic theory have been the subject of many recent articles, see especially [14, 15, 16, 30, 41] and the references given therein (see also [27, 29]).”