## Great Currents of Mathematical Thought: Mathematics in the arts and sciences |

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### Contents

book one Mathematics and the Human | 3 |

Mathematics in Education and as a Tool by Rene Dugas | 14 |

book two Mathematics and Philosophy page | 23 |

Copyright | |

17 other sections not shown

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abstract algebra analysis analytic applications arithmetic atom axiomatic axioms beauty calculus of probabilities Cartesian century classical collection completely concept considered corresponding curve definition Descartes dialectical differential equations discovery domain elementary elements esthetic example existence experience experimental fact field physics finite function fundamental geometry given Greek Henri Poincare Hilbert Hilbert space human idea ideal infinite infinitesimal integral equations intelligence intuition knowledge laws Leibniz Leon Brunschvicg logic Louis de Broglie Marxism mathe mathematical proof mathematicians mathematics matics means method mind modern nature notion object Paperbound Pascal phenomena philosophy physicists physics plane possible principle priori problem progress proof properties propositions pseudosphere Pythagorean quantum theory question reality reason relationship rigor role rules scale scientific solution sound space straight line symbols theorem theory of relativity thought transformations triangle true truth universe of discourse vibrating wave mechanics words