APPROXIMATION BY POISED SETS OF NODES

Levon Rafayelyan

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Abstract

In the present paper it has been shown that nodes of any finite set dX⊂can be made independent by arbitrarily small perturbation, in other words, the set Xcan be approximated by sets of independent nodes. In the case of #X =dthe set X can be approximated by sets of poised nodes. imdn

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APPROXIMATION BY POISED SETS OF NODES

Abstract

Author(s)

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APPROXIMATION BY POISED SETS OF NODES

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