## A History of Mathematical Notations: Notations mainly in higher mathematics |

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### Contents

Signs for Continued Fractions and Infinite Series 42238 | 48 |

Signs in the Theory of Combinations 43958 | 61 |

Determinant Notations 45968 | 87 |

Copyright | |

11 other sections not shown

### Common terms and phrases

abbreviations adopted Algebra Analysis angle annee Arithmetic Arithmetica Berlin C. G. J. Jacobi C. I. Gerhardt C. I. Lewis Cambridge Cantor capital letters Cauchy Cayley century coefficients continued fraction Crelle's Journal denote designation divisors dollar mark E. H. Moore edition elements employed equation Euler Euvres expression fluxions Formulaire function Geometry Greek letters I'academie indicate introduced Jacobi Johann Bernoulli John John Wallis L. E. Dickson Lagrange Legendre Leibniz Leibnizens Leibnizian Leipzig lets logarithm logic London manuscript Martin Ohm Math mathematica 3d mathematical mathematicians Mathematik means Muir Newton notation Oughtred Oughtred's Paris partial derivatives partial differentials Peano Peirce printed quantities Quaternions r. d. sciences represent respect says signifies sine symbols tang tangent theory tion Treatise triangle Trigonometry variable vector Vorlesungen Wallis Weierstrass Werke writes wrote