Table of Contents - polynomials-0.4.4 Documentation
Pages
Classes and Modules
- Numeric
- Polynomials
- Polynomials::Analyzable
- Polynomials::Extremum
- Polynomials::Formulas
- Polynomials::InflectionPoint
- Polynomials::NotParsableError
- Polynomials::Plotable
- Polynomials::Point
- Polynomials::Polynomial
- Polynomials::Root
- Polynomials::Term
Methods
- ::new — Polynomials::Point
- ::new — Polynomials::Extremum
- ::new — Polynomials::Root
- ::new — Polynomials::Polynomial
- ::new — Polynomials::Term
- ::new — Polynomials
- ::parse — Polynomials::Polynomial
- ::parse — Polynomials::Term
- #<=> — Polynomials::Point
- #== — Polynomials::Polynomial
- #== — Polynomials::Term
- #alter — Polynomials::Polynomial
- #calculate — Polynomials::Polynomial
- #call — Polynomials::Polynomial
- #coefficients_till — Polynomials::Polynomial
- #curvature_behaviour — Polynomials::Analyzable
- #degree — Polynomials::Polynomial
- #derivative — Polynomials::Polynomial
- #dup — Polynomials::Term
- #eql? — Polynomials::Point
- #eql? — Polynomials::Extremum
- #grouped_pointset — Polynomials::Plotable
- #gt — Polynomials::Polynomial
- #inflection_points — Polynomials::Analyzable
- #local_extrema — Polynomials::Analyzable
- #lt — Polynomials::Polynomial
- #pointset — Polynomials::Plotable
- #roots — Polynomials::Polynomial
- #roots_of_cubic_function — Polynomials::Formulas
- #roots_of_quadratic_function — Polynomials::Formulas
- #roots_of_quartic_function — Polynomials::Formulas
- #sign — Numeric
- #strives_for — Polynomials::Analyzable
- #to_s — Polynomials::Point
- #to_s — Polynomials::Extremum
- #to_s — Polynomials::Polynomial
- #to_s — Polynomials::Term