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set, which had become the primary mathematical concept since Cantor. Equally substantial progress in the fields of algebra and algebraic geometry1 has further contributed to cast a shadow on this notion. At the other end of the mathematical spectrum, the inadequacy of naive set theory had been realized by von Neumann2 since the beginning of quantum theory, and to this day the physicist's most important method of research remains devoid of adequate foundation, be it mathematical, logical, or philosophical." />
pp. 299-305
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