Wolfram Language & System 10.0 (2014)|Legacy Documentation

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factors a polynomial over the integers.

factors a polynomial modulo a prime p.

factors a polynomial allowing coefficients that are rational combinations of the algebraic numbers .

Details and OptionsDetails and Options

  • Factor applies only to the top algebraic level in an expression. You may have to use Map, or apply Factor again, to reach other levels.
  • Factor[poly,GaussianIntegers->True] factors allowing Gaussian integer coefficients.
  • If any coefficients in poly are complex numbers, factoring is done allowing Gaussian integer coefficients.
  • The exponents of variables need not be positive integers. Factor can deal with exponents that are linear combinations of symbolic expressions.
  • When given a rational expression, Factor effectively first calls Together, then factors numerator and denominator.
  • With the default setting Extension->None, Factor[poly] will treat algebraic number coefficients in poly like independent variables.
  • Factor[poly,Extension->Automatic] will extend the domain of coefficients to include any algebraic numbers that appear in poly. »
  • Factor automatically threads over lists, as well as equations, inequalities and logic functions.
Introduced in 1988
| Updated in 2007