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Quadratic reciprocity, genus theory, and primes of the form...

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Mathematics - Discrete Mathematics
Quadratic reciprocity, genus theory,...

Quadratic reciprocity, genus theory, and primes of the form x^2 = ny^2

Daniel Chong

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Kategori:

Mathematics - Discrete Mathematics

Tahun:

2016

Bahasa:

english

Halaman:

20

Nama siri:

REU work, Chicago 2016

Fail:

PDF, 327 KB

IPFS:

,

english, 2016

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Mungkin anda berminat

Burton W. Jones — The Arithmetic Theory of Quadratic Forms. The Carus Mathematical Monographs Number 10

J. Hunter — Number Theory

Open University — Quadratic Reciprocity

Harold Davenport — THE HIGHER ARITHMETIC: AN INTRODUCTION TO THE THEORY OF NUMBERS, Eighth edition

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Yotsanan Meemark — Theory of Numbers [Lecture notes]

LEONARS EUGENE DICKSON — STUDIES IN THE THEORY OF NUMBERS

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Granville A — Number theory revealed

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William W. Adams, Larry Joel Goldstein — Introduction to Number TheoryChapters4,7,8,9

Richard A. Mollin; Mollin — Quadratics

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David A. Cox — Primes of the form x^2 + ny^2

Leonard Eug Dickson — Introduction To the Theory of Numbers

Harvey Cohn — Advanced Number Theory

R. P. Burn — A Pathway Into Number Theory

Harold Davenport — The Higher Arithmetic: An Introduction to the Theory of Numbers

Kim M.-H., et al. (eds.) — Integral Quadratic Forms and Lattices

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Davenport, H. — Higher Arithmetic : An Introduction to the Theory of Numbers

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