Differential Algebra
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In mathematics, differential rings, differential fields, and differential algebras are ring (mathematics)|rings, field (mathematics)|fields, and algebra over a field|algebras equipped with a derivation (abstract algebra)|derivation, which is a Unary operation|unary function that is linear and satisfies the Product rule|Leibniz product rule. A natural example of a differential field is the field of rational functions C(t) in one variable, over the complex numbers, where the derivation is differentiation with respect to t.
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