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  1. Anti-foundationalist Philosophy of Mathematics and Mathematical Proofs.Stanisław Krajewski - 2020 - Studia Humana 9 (3-4):154-164.
    The Euclidean ideal of mathematics as well as all the foundational schools in the philosophy of mathematics have been contested by the new approach, called the “maverick” trend in the philosophy of mathematics. Several points made by its main representatives are mentioned – from the revisability of actual proofs to the stress on real mathematical practice as opposed to its idealized reconstruction. Main features of real proofs are then mentioned; for example, whether they are convincing, understandable, and/or explanatory. Therefore, the (...)
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