Some topics on the continuation and smoothing of vector functions |
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Authors: | I G Tsar'kov |
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Institution: | (1) Moscow State University, USSR |
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Abstract: | We consider problems of continuation of vector functions from a subspace to the entire space and of smoothing problems for these functions. It is shown that there exists a reflexive separable spaceX and a subspaceY such that even a very smooth mapping ofY does not extend to a uniformly continuous mapping of a neighborhood ofY.Translated fromMatematicheskie Zametki, Vol. 58, No. 6, pp. 906–916, December, 1995. |
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