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SOME CONSTRUCTIVE PROPERTIES OF FUNCTIONS DEFINED ON THE SPHERE
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作者 wang Kunyang wang sheng(department of mathematics beijing normal university beijing, 100875prc) 《Analysis in Theory and Applications》 2000年第1期26-35,共10页
The norm of difference operators for functions defined on the sphere is investigated. A mistake in Rustamov's results is pointed out by a counterexample. And correct result is given.Results of convergence in norm ... The norm of difference operators for functions defined on the sphere is investigated. A mistake in Rustamov's results is pointed out by a counterexample. And correct result is given.Results of convergence in norm of difference operators acting on the differentiable functions on the sphere are obtained. The highest possible degree tending to zero for the moduli of continuity of fractional order for non-constant valued functions are discussed. 展开更多
关键词 oscillatory integral operator MULTIPLIER SINGULARITY
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