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・ Recursion (novel)
・ Recursion termination
・ Recursion theorem
・ Recursive acronym
・ Recursive ascent parser
・ Recursive Bayesian estimation
・ Recursive categorical syntax
・ Recursive competitive equilibrium
・ Recursive data type
・ Recursive definition
・ Recursive descent parser
・ Recursive economics
・ Recursive filter
・ Recursive function
・ Recursive grammar
Recursive indexing
・ Recursive InterNetwork Architecture (RINA)
・ Recursive join
・ Recursive language
・ Recursive least squares filter
・ Recursive neural network
・ Recursive ordinal
・ Recursive partitioning
・ Recursive recycling
・ Recursive science fiction
・ Recursive self-improvement
・ Recursive set
・ Recursive transition network
・ Recursive tree
・ Recursive wave


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Recursive indexing : ウィキペディア英語版
Recursive indexing

When number (generally large number) is represented in a finite alphabet set, and it cannot be represented by just one member of the set, Recursive indexing is used.
Recursive indexing itself is a method to write the successive differences of the number after extracting the maximum value of the alphabet set from the number, and continuing recursively till the difference falls in the range of the set.
Recursive indexing with a 2-letter alphabet is called unary code.
==Encoding==
To encode a number ''N'', keep reducing the maximum element of this set (''S''max) from ''N'' and output ''S''max for each such difference, stopping when the number lies in the half closed half open
range [0 – ''S''max).

抄文引用元・出典: フリー百科事典『 ウィキペディア(Wikipedia)
ウィキペディアで「Recursive indexing」の詳細全文を読む



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