We prove the boundedness from L-p(T-2) to itself, 1 vertical bar x'vertical bar, and presenting phases lambda(Ax+By) with 0 = 0. The norms of these oscillatory singular integrals are proved to be independent of all parameters A, B and lambda involved. Our method extends to a more general family of phases. These results are relevant to problems of almost everywhere convergence of double Fourier and Walsh series
Included with every oscillatory singular integral operator is a phase function and a kernel, both es...
This is a survey on a class of oscillatory singular integrals related closely to the Radon transform...
Abstract. In this paper, we consider the L p\u85Rn boundedness for a class of multi-linear oscillat...
We prove the boundedness from L-p(T-2) to itself, 1 vertical bar x'vertical bar, and presenting pha...
We prove the boundedness from L-p(T-2) to itself, 1 vertical bar x'vertical bar, and presenting pha...
We prove the boundedness from L-p(T-2) to itself, 1 vertical bar x'vertical bar, and presenting pha...
We prove the boundedness from L-p(T-2) to itself, 1 < p < infinity, of highly oscillatory singular i...
We study the boundedness of bilinear Fourier integral operators on products of Lebesgue spaces. Thes...
AbstractIn this paper we prove the uniform Lp boundedness of oscillatory singular integral operators...
We prove the uniform L1→L1,∞ and HE1→L1 boundedness of oscillatory singular integral operators whose...
Abstract. We prove the global L2 ×L2 → L1 boundedness of bilinear Fourier integral operators with am...
We prove the uniform L1?L1,? and HE 1?L1 boundedness of oscillatory singular integral operators whos...
In this paper we study the boundedness properties of certain oscillatory integrals with polynomial p...
We prove the $L^p$ boundedness of certain nonconvolutional oscillatory integral operators and give e...
This paper is devoted to the study on the $L^p$-mapping properties for a class of multilinear oscill...
Included with every oscillatory singular integral operator is a phase function and a kernel, both es...
This is a survey on a class of oscillatory singular integrals related closely to the Radon transform...
Abstract. In this paper, we consider the L p\u85Rn boundedness for a class of multi-linear oscillat...
We prove the boundedness from L-p(T-2) to itself, 1 vertical bar x'vertical bar, and presenting pha...
We prove the boundedness from L-p(T-2) to itself, 1 vertical bar x'vertical bar, and presenting pha...
We prove the boundedness from L-p(T-2) to itself, 1 vertical bar x'vertical bar, and presenting pha...
We prove the boundedness from L-p(T-2) to itself, 1 < p < infinity, of highly oscillatory singular i...
We study the boundedness of bilinear Fourier integral operators on products of Lebesgue spaces. Thes...
AbstractIn this paper we prove the uniform Lp boundedness of oscillatory singular integral operators...
We prove the uniform L1→L1,∞ and HE1→L1 boundedness of oscillatory singular integral operators whose...
Abstract. We prove the global L2 ×L2 → L1 boundedness of bilinear Fourier integral operators with am...
We prove the uniform L1?L1,? and HE 1?L1 boundedness of oscillatory singular integral operators whos...
In this paper we study the boundedness properties of certain oscillatory integrals with polynomial p...
We prove the $L^p$ boundedness of certain nonconvolutional oscillatory integral operators and give e...
This paper is devoted to the study on the $L^p$-mapping properties for a class of multilinear oscill...
Included with every oscillatory singular integral operator is a phase function and a kernel, both es...
This is a survey on a class of oscillatory singular integrals related closely to the Radon transform...
Abstract. In this paper, we consider the L p\u85Rn boundedness for a class of multi-linear oscillat...
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