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ITHEA Classification Structure > E. Data  > E.1 DATA STRUCTURES 
MEMBRANE STRUCTURE SIMPLIFICATION
By: Fernando Arroyo, Carmen Luengo, José R. Sánchez (3844 reads)
Rating: (1.00/10)

Abstract: Idempotent operators are one of the possible criterions for simplification trees. These operators act over internal nodes of trees. Moreover, they transform structural equivalent sub-trees, which have the same root into a single copy. This copy will be placed into the common root reducing –simplifying- the tree. This process can be also applied to membrane structures; in this case idempotent operator will be applied to non elementary membranes, and the process will produce the simplest possible membrane structure. The main idea of this work is to apply this kind of operator to binary membrane structures to identify possible recurrent sub-trees and to study possible application of this concept to hardware design implementations.

Keywords: Membrane structures, Data structures, Trees, Simplification

ACM Classification Keywords: E.1 Data Structures - Trees

Link:

MEMBRANE STRUCTURE SIMPLIFICATION

Fernando Arroyo, Carmen Luengo, José R. Sánchez

http://www.foibg.com/ijita/vol19/ijita19-4-p01.pdf

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E.1 DATA STRUCTURES
article: MAIN DIFFERENCES BETWEEN MAP/REDUCE AND COLLECT/REPORT PARADIGMS · ЦЕЛОСТНОСТЬ ОБРАЗОВ: О МОДЕЛИРОВАНИИ СМЫСЛА И ПОНИМАНИЯ · LARGE VLSI ARRAYS – POWER AND ARCHITECTURAL PERSPECTIVES · CONSTRUCTION OF MORPHOSYNTACTIC DISTANCE ON SEMANTIC STRUCTURES · MEMBRANE STRUCTURE SIMPLIFICATION · SEMANTIC CONSTRUCTION OF UNIVOCAL LANGUAGE · КОГНИТИВНАЯ СЕМИОТИКА В ПРОЦЕССАХ ... · LOGARITHMIC DISTANCES IN GRAPHS · REPRESENTING TREE STRUCTURES BY NATURAL NUMBERS · BUILDING DATA WAREHOUSES USING NUMBERED INFORMATION SPACES ·
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