Hussain Al-Qassem
Abstract
In this paper, we study the mapping properties of singular integral operator along surfaces of revolution. We prove L p bounds (1<p<∞) for such singular integral operators as well as for their corresponding maximal truncated singular integrals if the singular kernels are allowed to be in certain block spaces.
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In this paper, we study the mapping properties of singular integral operator along surfaces of revolution. We prove L p bounds (1<p<∞) for such singular integral operators as well as for their corresponding maximal truncated singular integrals if the singular kernels are allowed to be in certain block spaces.
Key concepts: Singular integral, Mathematics, Singular integral operators, Singular solution, Product (mathematics), Mathematical analysis, Operator (biology), Pure mathematics