The outlines of a course for students of the last two years of high school or beginning university students who want to learn more about mathematical proofs. Introduction: Why do we need proofs in ...

The main goal of this project is to bring Maths ️ closer to the non-mathematicians, making special attention to the engineers of Karumi 👨🏻‍💻. Any feedback is welcome, 😄 so please feel free to ask ...

J. R. Brown, Philosophy of mathematics: an introduction to the world of proofs and pictures, Routledge (1999). 2. R. B. Nelsen, Proofs without words I: exercises in ...

ABSTRACT: A perspective in the philosophy of mathematics is developed from a consideration of the strengths and limitations of both logicism and platonism, with an early focus on Frege’s work.

ABSTRACT: We study about the metamathematics of Zermelo-Fraenkel set theory with the axiom of choice. We use the validity of Addition and Multiplication. We provide an example that the two operations ...