Author： Anisimov A. V.
Publisher： Springer Publishing Company
ISSN： 1060-0396
Source： Cybernetics and Systems Analysis, Vol.39, Iss.5, 2003-09, pp. : 633-643
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Abstract
This paper proposes to code integers and binary trees by linear forms of 
-type, where 
and are adjacent members of some integer sequence. New prefix codes of integers are obtained. Such codes have better characteristics than the well-known Levenshtein code. Data compression by means of coding by linear forms is considered. Linear Fibonacci forms are studied in detail.
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