Terence Tao, Jim Wright
Published 2001-08-21, updated 2002-12-05Version 3
We establish local $(L^p,L^q)$ mapping properties for averages on curves. The exponents are sharp except for endpoints.
Comments: 37 pages, simplified argument (no further need for algebraic complexity theory!), to appear, JAMS
Endpoint multiplier theorems of Marcinkiewicz type
The mapping properties of fractional derivatives in weighted fractional Sobolev space
On $L^{p}$-improving bounds for maximal operators associated with curves of finite type in the plane
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