Lipschitz Spaces of Distributions on the Surface of Unit Sphere in Euclidean n-SpacePacific Journal of Mathematics
AbstractIn this paper Lipschitz spaces of distributions are defined and various inclusion relations are shown. Certain properties such as completeness, separability, and the density of the testing space for appropriate Lipschitz spaces are proved. The Littlewood-Paley function is defined and used to prove inclusion relationships between Lipschitz and Lebesgue spaces.
Citation InformationHarvey Greenwald. "Lipschitz Spaces of Distributions on the Surface of Unit Sphere in Euclidean n-Space" Pacific Journal of Mathematics Vol. 70 Iss. 1 (1977) p. 163 - 176
Available at: http://works.bepress.com/hgreenwa/2/