Continued fraction/Arithmetic: Difference between revisions

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By popular demand, see http://rosettacode.org/wiki/Talk:Continued_fraction#creating_a_continued_fraction and http://rosettacode.org/wiki/Talk:Continued_fraction#Arithmetics.3F.3F, or be careful what you ask for.
By popular demand, see [[Talk:Continued fraction#creating_a_continued_fraction]] and [[Talk:Continued fraction#Arithmetics.3F.3F]], or be careful what you ask for.


This page is a placeholder for several subtasks which will eventually implement a function:
This page is a placeholder for several subtasks which will eventually implement a function:
:G(matrix NG, Continued Fraction N1, Continued Fraction N2)
:G(matrix NG, Continued Fraction N<sub>1</sub>, Continued Fraction N<sub>2</sub>)
which will perform basic mathmatical operations on continued fractions.
which will perform basic mathmatical operations on continued fractions.


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Subtasks:
Subtasks:
* [http://rosettacode.org/wiki/Continued_fraction_arithmetic/Continued_fraction_r2cf%28Rational_N%29 Create a continued fraction from a rational number]
* [[Continued fraction arithmetic/Continued fraction r2cf%28Rational N%29|Create a continued fraction from a rational number]]
* Investigate matrix NG
* Investigate matrix NG
* Investigate G(matrix NG, Contined Fraction N)
* Investigate G(matrix NG, Contined Fraction N)
* The complete solution G(matrix NG, Continued Fraction N1, Continued Fraction N2)
* The complete solution G(matrix NG, Continued Fraction N<sub>1</sub>, Continued Fraction N<sub>2</sub>)
* Compare two continued fractions
* Compare two continued fractions

Revision as of 09:43, 5 February 2013

By popular demand, see Talk:Continued fraction#creating_a_continued_fraction and Talk:Continued fraction#Arithmetics.3F.3F, or be careful what you ask for.

This page is a placeholder for several subtasks which will eventually implement a function:

G(matrix NG, Continued Fraction N1, Continued Fraction N2)

which will perform basic mathmatical operations on continued fractions.

For these tasks continued fractions will be of the form:

so each may be described by the notation []

Subtasks: