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TryGetRationalCoefficients

 Method with 2 overloads

• TryGetRationalCoefficients​(AngouriMath.​Entity,​AngouriMath.​Entity.​Variable,​PeterO.​Numbers.​ERational[]@)

  Summary

  The coefficients of expr in x, lowest
  power first, or false if it is not a polynomial in
  x with rational coefficients alone.
  

• TryGetRationalCoefficients​(AngouriMath.​Entity,​AngouriMath.​Entity.​Variable,​System.​Int32,​System.​Int32,​System.​Int32,​PeterO.​Numbers.​ERational[]@)

  Summary

  The coefficients of expr in x, lowest power
  first, or false if it is not a polynomial in x with rational coefficients alone.
  

  Remarks

  The degree ceiling is the caller's because it is a statement about what that caller
  can afford, not about what a polynomial is: root-finding here gives up at sixteen,
  while PolynomialFactorization reaches further because Berlekamp and
  the Hensel lift stay cheap where a divisor search does not.