FromContinuedFraction[list] reconstructs a number from the list of its continued fraction terms.
This Demonstration shows continued fraction representations for several numbers. Square roots eventually yield repetitive sequences in this representation, but cube roots and ...
The continued fraction expansion of a quadratic irrational is eventually periodic; the converse is also true. The repeating sequence, the initial part of the continued ...
Any real number can be expanded in a continued fraction. Truncating the regular continued fraction after n terms gives a rational number. This Demonstration shows the ...
ContinuedFraction[x, n] generates a list of the first n terms in the continued fraction representation of x. ContinuedFraction[x] generates a list of all terms that can be ...
The Liouville constant is the transcendental number defined by UnderoverscriptBox[?, RowBox[{n, =, 1}], ?] ( 1 ) / ( 10^n! ) . Computing its continued fraction expansion in ...
The p-adic continued fraction [a_1,a_2,…] of a p-adic number is similar to the usual (simple) continued fraction in the reals with the requirement that |a_i|?p/2. Since the ...
Mathematica 7 brings systematic automation to discrete calculus, allowing coherent algorithmic treatment and making possible streamlined approaches to discrete problems.
Use Custom Scaling Functions: New in Mathematica 8 New in WolframMathematica 8: New and Improved Scientific and Information Visualization ◄ previous | next ► Graphics & ...
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