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Category:  Main » Science » Math » Algebra » Field Theory

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Solving the Quintic with Mathematica Popularity:    Hit: 93
Details:
Methods to solve algebraically several quintic equations. Though quintics cannot generally be solved in terms of finite sums of radicals, they can be solved as infinite series, for example. (Designed as an "on-line poster.")

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URL: http://library.wolfram.com/examples/quintic/
Title: Solving the Quintic with Mathematica
Description: Science, Math, Algebra, Field Theory - Solving the Quintic with Mathematica. Methods to solve algebraically several quintic equations.
Specialized in:

 
Field Theory -- from MathWorld (Popularity: ): Directory of articles on Field Theory.
Field Theory and Polynomials (Popularity: ): Section 12 of the Mathematical Atlas by Dave Rusin.
Math Forum - Fields (Popularity: ): A catalogue of Web sites and Web pages relating to Fields.
Solving the Quintic by Iteration (Popularity: ): Peter Doyle and Curt McMullen. Web text chatracterising equations that can be solved using iterated rational maps: the Galois group ...
The Solution to the Quartic Equation (Popularity: ): This site has the general algebraic solution to the quartic equation. It also has an example on how to solve ...
The Valuation Theory Home Page (Popularity: ): A forum for all mathematicians who work in or use valuation theory. Directory of people, meetings, preprints, bibliography, open problems ...
Galois Field Package (Popularity: ): Allows the use of many Mathematica functions over finite fields without any modification; e.g solving linear equations, inverses, determinants, derivations, ...
Galois Theory (Popularity: ): Lecture notes and glossary, by Gavin Wraith.


Popular Sites
The Solution to the Quartic Equation (Popularity: ): This site has the general algebraic solution to the quartic equation. It also has an example on how to solve ...
Galois Theory (Popularity: ): Lecture notes and glossary, by Gavin Wraith.
Solving the Quintic by Iteration (Popularity: ): Peter Doyle and Curt McMullen. Web text chatracterising equations that can be solved using iterated rational maps: the Galois group ...
Field Theory and Polynomials (Popularity: ): Section 12 of the Mathematical Atlas by Dave Rusin.
Galois Field Package (Popularity: ): Allows the use of many Mathematica functions over finite fields without any modification; e.g solving linear equations, inverses, determinants, derivations, ...


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