Let K be a generalized Calderon-Zygmund kernel defined on R-n x (R-n\{0}). The singular integral operator with variable kernel given byTf(x) = p.v. integral(n)(R) K(x, x - y)f(y)dy is studied.We show that if the kernel K(x. y) satisfies the L-q-Hormander
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JOURNAL OF MATHEMATICAL ANALYSIS AND APPLICATIONS????
