Errett Bishop (1928–1983), American mathematician known for his work on analysis
He proved important results in this area such as the biholomorphic embedding theorem for a Stein manifold as a closed submanifold in , and a new proof of Remmert's proper mapping theorem.
For example according to Errett Bishop's definitions, the continuity of a function (such as sin x) should be proved as a constructive bound on the modulus of continuity, meaning that the existential content of the assertion of continuity is a promise that can always be kept.
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