Results 11 to 20 of about 495,262 (315)
Analytic singular integral operators [PDF]
The following paper extends to real analytic manifolds the general theory of singular integral operators as described in [lO] and [13]. The definition of an analytic singular integral operator is made in terms of the kernel of the operator. The symbol of the operator is discussed and in the case of an elliptic operator, a regularity theorem is proved ...
William Margulies
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Singular integral operators and spherical harmonics [PDF]
where the "characteristic function" k(o) is, say, continuous on the unit sphere and its integral vanishes there. In this paper I shall consider the operation (1) as the convolution of f with a distribution K in the sense of Laurent Schwartz, as it has been done already for n=1 by Schwartz himself [17, p. 115].
J. Horváth
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Singular Integrals and Fractional Powers of Operators [PDF]
Recently R. Wheeden studied a class of singular integral operators, the hypersingular integrals, as operators from L p α ( H ) L_p^\alpha (H) to L p ( H ) ; L p
Michael J. Fisher
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On the spectral theory of singular integral operators [PDF]
Walter Koppelman
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Pettis integrals and singular integral operators [PDF]
Brian Jefferies, Susumu Okada
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Singular stochastic integral operators [PDF]
In this paper we introduce Calderón-Zygmund theory for singular stochastic integrals with operator-valued kernel. In particular, we prove $L^p$-extrapolation results under a Hörmander condition on the kernel. Sparse domination and sharp weighted bounds are obtained under a Dini condition on the kernel, leading to a stochastic version of the solution to
Lorist, E. (author)+1 more
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Systems of Singular Integral Operators on Spheres [PDF]
Daniel A. Levine
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Summary In this contribution, we propose a detailed study of interpolation‐based data‐driven methods that are of relevance in the model reduction and also in the systems and control communities. The data are given by samples of the transfer function of the underlying (unknown) model, that is, we analyze frequency‐response data.
Quirin Aumann, Ion Victor Gosea
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Singular integral operators on tent spaces [PDF]
modification of the introduction and references added as suggested by the ...
Pascal Auscher+5 more
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Wavelet representation of singular integral operators
This article develops a novel approach to the representation of singular integral operators of Calder n-Zygmund type in terms of continuous model operators, in both the classical and the bi-parametric setting. The representation is realized as a finite sum of averages of wavelet projections of either cancellative or noncancellative type, which are ...
Di Plinio F., Wick B. D., Williams T.
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