On a typical property of functions
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Displaying similar documents to “A note concerning a paper by L. E. Snyder”
On a typical property of functions
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On the prolongation of restrictions of Baire 1 functions to functions which are quasicontinuous and approximately continuous
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Let I ⊂ ℝ be an open interval and let A ⊂ I be any set. Every Baire 1 function f: I → ℝ coincides on A with a function g: I → ℝ which is simultaneously approximately continuous and quasicontinuous if and only if the set A is nowhere dense and of Lebesgue measure zero.
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