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Convolution with measures on curves in $\bbd R^3$

  Published:1998-12-01
 Printed: Dec 1998
  • Daniel M. Oberlin
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Abstract

We study convolution properties of measures on the curves $(t^{a_1}, t^{a_2}, t^{a_3})$ in $\hbox{\Bbbvii R}^3$.
MSC Classifications: 42B15, 42B20 show english descriptions Multipliers
Singular and oscillatory integrals (Calderon-Zygmund, etc.)
42B15 - Multipliers
42B20 - Singular and oscillatory integrals (Calderon-Zygmund, etc.)
 

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