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This comprehensive work delves into foundational concepts in mathematics and logic, covering topics such as natural numbers, mathematical induction, and various types of relations. It explores the properties of rational, real, and complex numbers, alongside infinite cardinal numbers and series. Key discussions include limits, continuity, and the axioms governing mathematical structures. The text also addresses propositional functions, classes, and the interplay between mathematics and logic, making it a crucial resource for understanding mathematical theory and its philosophical implications.
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