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

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Solving the Quintic by Iteration Popularity:    Hit: 115
Details:
Peter Doyle and Curt McMullen. Web text chatracterising equations that can be solved using iterated rational maps: the Galois group must be within A5 of soluble.

Sponsored Links:
URL: http://math.dartmouth.edu/~doyle/docs/icos/icos/icos.html
Title: Solving the quintic by iteration
Description: Solving the quintic by iteration. Solving the quintic by iteration
Specialized in: Icos

 
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.
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.
Solving the Quintic with Mathematica (Popularity: ): Methods to solve algebraically several quintic equations. Though quintics cannot generally be solved in terms of finite sums of radicals, ...


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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