Proves Lorentz-space endpoint boundedness for vertical square functions and Laplace-type functional calculi associated with operators having heat kernel upper bounds, with applications to Hardy and Kolmogorov operators.
Transactions of the American Mathem- atical Society,88(2), pp
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Endpoint Estimates for Certain Singular Integrals with Non-smooth Kernels
Proves Lorentz-space endpoint boundedness for vertical square functions and Laplace-type functional calculi associated with operators having heat kernel upper bounds, with applications to Hardy and Kolmogorov operators.