Among the class of functions on the circle with Fourier modes up to degree 120, constant functions are the unique real-valued maximizers for the endpoint Tomas-Stein inequality.</p
Abstract. This paper makes two contributions towards determining some well-studied optimal constants...
. Let B n denote the open unit ball in R n : For t 2 R; ¸ 2 R n and m 2 L 1 \Gamma R 2 \D...
Graduation date: 2000The study of differentiation of integrals has led to the study of maximal funct...
We show that constant functions are global maximizers for the adjoint Fourier restriction inequality...
We prove new Fourier restriction estimates to the unit sphere $S^{d-1}$ on the class of $O(d-k)\time...
We prove new Fourier restriction estimates to the unit sphere $\mathbb{S}^{d-1}$ on the class of $O(...
Fourier restriction theorems, whose study had been initiated by E. M. Stein, usually describe a fami...
Abstract. E. M. Stein’s restriction problem for Fourier transforms is a deep and only partially solv...
5 pagesWe prove a maximal Fourier restriction theorem for the sphere $\mathbb{S}^{d-1}$ in $\mathbb{...
Among functions f majorized by indicator functions of sets E of measure 1, which functions have maxi...
Abstract. This paper makes two contributions towards determining some well-studied optimal constants...
Abstract. Sharp extensions of some classical polynomial inequalities of Bernstein are established fo...
We prove a maximal Fourier restriction theorem for hypersurfaces in (mathbb{R}^{d}) for any dimensio...
In questo lavoro dimostriamo una disuguaglianza trilineare ottimale motivata da un programma volto a...
This thesis is concerned with the restriction theory of the Fourier transform. We prove two restrict...
Abstract. This paper makes two contributions towards determining some well-studied optimal constants...
. Let B n denote the open unit ball in R n : For t 2 R; ¸ 2 R n and m 2 L 1 \Gamma R 2 \D...
Graduation date: 2000The study of differentiation of integrals has led to the study of maximal funct...
We show that constant functions are global maximizers for the adjoint Fourier restriction inequality...
We prove new Fourier restriction estimates to the unit sphere $S^{d-1}$ on the class of $O(d-k)\time...
We prove new Fourier restriction estimates to the unit sphere $\mathbb{S}^{d-1}$ on the class of $O(...
Fourier restriction theorems, whose study had been initiated by E. M. Stein, usually describe a fami...
Abstract. E. M. Stein’s restriction problem for Fourier transforms is a deep and only partially solv...
5 pagesWe prove a maximal Fourier restriction theorem for the sphere $\mathbb{S}^{d-1}$ in $\mathbb{...
Among functions f majorized by indicator functions of sets E of measure 1, which functions have maxi...
Abstract. This paper makes two contributions towards determining some well-studied optimal constants...
Abstract. Sharp extensions of some classical polynomial inequalities of Bernstein are established fo...
We prove a maximal Fourier restriction theorem for hypersurfaces in (mathbb{R}^{d}) for any dimensio...
In questo lavoro dimostriamo una disuguaglianza trilineare ottimale motivata da un programma volto a...
This thesis is concerned with the restriction theory of the Fourier transform. We prove two restrict...
Abstract. This paper makes two contributions towards determining some well-studied optimal constants...
. Let B n denote the open unit ball in R n : For t 2 R; ¸ 2 R n and m 2 L 1 \Gamma R 2 \D...
Graduation date: 2000The study of differentiation of integrals has led to the study of maximal funct...
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