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- W3139722158 abstract "In this paper it has been systematically studied the imbedding properties o f fractional integral operatorsof periodic functions of several variables,and isomorphic properties of fractional intregral operators in thespaces of Lipschitz continuous functions. It has also been proved that the space of fractional integration,thespace of Lipschitz continuous functions and the Sobolev space are identical in L~2-norm.Results obtainedhereare not true for fractional integrals(or Riesz potentials)in R~n." @default.
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- W3139722158 date "1993-01-01" @default.
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- W3139722158 title "FRACTIONAL INTEGRALS OF PERIODIC FUNCTIONS OF SEVERAL VARIABLES" @default.
- W3139722158 hasPublicationYear "1993" @default.
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