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Pell's Equation Book

Pell's Equation
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Pell's Equation, Pell's equation is an important topic of algebraic number theory that involves quadratic forms and the structure of rings of integers in algebraic number fields. The history of this equation is long and circuitous, and involved a number of different appro, Pell's Equation
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  • Pell's Equation
  • Written by author Edward J. Barbeau
  • Published by Springer-Verlag New York, LLC, 12/14/2011
  • Pell's equation is an important topic of algebraic number theory that involves quadratic forms and the structure of rings of integers in algebraic number fields. The history of this equation is long and circuitous, and involved a number of different appro
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Book Categories

Authors

* The square root of 2
• Problems leading to Pell's equation and preliminary investigations
• Quadratic surds
• The fundamental solution
• Tracking down the fundamental solution
• Pell's equation and pythagorean triples
• The cubic analogue of Pell's equation
• Analogues of the fourth and higher degrees
• A finite version of Pell's equation
• Answers and solutions


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Pell's Equation, Pell's equation is an important topic of algebraic number theory that involves quadratic forms and the structure of rings of integers in algebraic number fields. The history of this equation is long and circuitous, and involved a number of different appro, Pell's Equation

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Pell's Equation, Pell's equation is an important topic of algebraic number theory that involves quadratic forms and the structure of rings of integers in algebraic number fields. The history of this equation is long and circuitous, and involved a number of different appro, Pell's Equation

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Pell's Equation, Pell's equation is an important topic of algebraic number theory that involves quadratic forms and the structure of rings of integers in algebraic number fields. The history of this equation is long and circuitous, and involved a number of different appro, Pell's Equation

Pell's Equation

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