The example of the buective mapping f :R -> R such that / is everywhere discontinuous, but an inverse of the / is continuous at a countable set of points
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In this paper we consider the example of the bijective mapping f: R → R such that / is everywhere discontinuous, but an inverse of the / is continuous at a countable set of points
Everywhere discontinuous function, an inverse function
Короткий адрес: https://sciup.org/147158664
IDR: 147158664
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