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Uniform weighted estimates for oscillatory singular integrals
-
Yong Ding
and
Honghai Liu
Published/Copyright:
February 25, 2012
Abstract.
In this paper, the authors establish
uniform weighted estimates for certain oscillatory singular integrals
Received: 2009-10-28
Revised: 2010-03-23
Published Online: 2012-02-25
Published in Print: 2012-March
© 2012 by Walter de Gruyter Berlin Boston
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Articles in the same Issue
- Masthead
- Uniform weighted estimates for oscillatory singular integrals
- Solutions of the linear Boltzmann equation and some Dirichlet series
- Confluence and combinatorics in finitely generated unital lattice-ordered abelian groups
- Periodic flat resolutions and periodicity in group (co)homology
- Precompact noncompact reflexive Abelian groups
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Free profinite
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Cellular covers for
- Time changes of local Dirichlet spaces by energy measures of harmonic functions
- A construction of a universal connection
- Finitely generated algebraic structures with various divisibility conditions
- Quasiprojective varieties admitting Zariski dense entire holomorphic curves
- Conservativeness of non-symmetric diffusion processes generated by perturbed divergence forms
Keywords for this article
Oscillatory singular integrals;
-condition kernel;
uniform weighted estimates
Articles in the same Issue
- Masthead
- Uniform weighted estimates for oscillatory singular integrals
- Solutions of the linear Boltzmann equation and some Dirichlet series
- Confluence and combinatorics in finitely generated unital lattice-ordered abelian groups
- Periodic flat resolutions and periodicity in group (co)homology
- Precompact noncompact reflexive Abelian groups
-
Free profinite
-
Cellular covers for
- Time changes of local Dirichlet spaces by energy measures of harmonic functions
- A construction of a universal connection
- Finitely generated algebraic structures with various divisibility conditions
- Quasiprojective varieties admitting Zariski dense entire holomorphic curves
- Conservativeness of non-symmetric diffusion processes generated by perturbed divergence forms
