A. Greenleaf

activity

20002003

most cited

L^{p} - L^{p^{'}}

estimates for overdetermined Radon transforms

3 citations · 4 across the 3 of their papers we have counts for

collaborators

Showing math.CAShow all

3 papers · 1 filter

math.CA2003★ 3 cited

$L^{p} - L^{p^{'}}$ estimates for overdetermined Radon transforms

Luca Brandolini, Allan Greenleaf, Giancarlo Travaglini

We prove several variations on the results of Ricci and Travaglini concerning bounds for convolution with all rotations of a measure supported by a fixed convex curve in the plane.…

math.CA2002

Oscillatory and Fourier Integral operators with degenerate canonical relations

Allan Greenleaf, Andreas Seeger

We mostly survey results concerning the $L^{2}$ boundedness of oscillatory and Fourier integral operators. This article does not intend to give a broad overview; it mainly focusses o…

math.CA2000

Oscillatory integral operators with low-order degeneracies

Allan Greenleaf, Andreas Seeger

Sharp L^2 estimates for oscillatory integral operators and Fourier integral operators associated with canonical relations having two-sided cusp or one-sided swallowtail singulariti…

Lp−Lp′ estimates for overdetermined Radon transforms

Oscillatory and Fourier Integral operators with degenerate canonical relations

Oscillatory integral operators with low-order degeneracies

$L^{p} - L^{p^{'}}$ estimates for overdetermined Radon transforms