## The Chauvenet papers: a collection of prize-winning expository papers in mathematics |

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### Contents

GILBERT AMES BLISS | 1 |

THEOPHIL HENRY HILDEBRANDT R L Wilder | 27 |

GODFREY HAROLD HARDY | 65 |

Copyright | |

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algebraic extensions algebraic function American Mathematical Society applied approaches zero arithmetic Association basis belong Borel Theorem Chauvenet Prize coefficients column orders condition consider constant contains continuous convergence corresponding countable curve cut point cycles cyclic algebras cyclicly defined definition denumerable derivative determinant division ring divisor divisor Q end-point equation equivalent example exists extension fact family g field F finite number follows formal formula Fourier series Fourier transforms Fundamenta Mathematicae given hence identity independent infinite infinity integral Lebesgue limiting element linear linearly Math mathematician matrix method metric space modular field monotone obtained orthogonal paper planar ternary ring polynomial prime probability problem Professor proof proved pth roots random variables rational function real numbers result satisfies separating points sequence simple solution space sphere subset summable Suppose theory tion topological topological space trigonometric sum true cyclic element upper bound vector axiom Vitali Theorem weight function Whyburn