This standard work on the philosophical background of mathematical thinking, teaching, and learning offers a comprehensive outline of the history of the philosophy of mathematics up to current trends and, in addition, poses mathematical as well as philosophical questions to mathematics. Through set theory, logic, and axiomatics, it introduces mathematical principles and discusses fundamental results, unsolved and unsolvable problems.
Thomas Bedürftig
Geschichte der Mathematik Zahlbegriff Unendlichkeit Kontinuum Logik Mengenlehre Grundlagen der Mathematik History of Mathematics Number Concept Infinity Continuum Logic Set Theory Fundamentals of Mathematics