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Algebra Revisited
Reference: Computations and Algebraic Manipulations
Common Identities/Formulas and Algebraic Maneuvers
Common Polynomial Identities, Expansions, and Factorizations
Applying Common Algebraic Identities and Factorizations

Some Linear Diophantines

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By BBenjamin Qi

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PreviousPythagorean Triples (x^2+y^2=z^2), Etc.Up nextAbstract Perspective on Rationalizing by Conjugates

More in Applying Common Algebraic Identities and Factorizations

Pythagorean Triples (x^2+y^2=z^2), Etc.
Some Linear Diophantines
Abstract Perspective on Rationalizing by Conjugates
Sums of 2 Squares (Fermat's Christmas Theorem)
Algebraic Norm/Conjugates
Rationalizing by Squaring: Equations with up to 3 Radicals
Minkowski: Representing Integers as Sums of 4 Squares
Cardano's Formula from a^3+b^3+c^3-3abc

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