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What is Modified System of Algorithmic Algebras (SAA-M)

Formal and Adaptive Methods for Automation of Parallel Programs Construction: Emerging Research and Opportunities
The extension of the Glushkov’s system of algorithmic algebras (SAA) intended for formalization of parallel algorithms.
Published in Chapter:
Software Design Based on Using Ontologies and Algorithm Algebra
DOI: 10.4018/978-1-5225-9384-3.ch007
Abstract
This chapter proposes an approach to the automated development of programs based on the use of ontological facilities and algebra-algorithmic toolkit for design and synthesis of programs (IDS). The program design ontology, developed using Protégé system and represented in OWL format, includes concepts from various subject domains (sorting, meteorological forecasting, and other) intended for description of main program objects: data, functions, and relations between them. IDS toolkit generates the initial (skeleton) algorithm scheme based on its ontological description extracted from OWL file. The generated scheme is the basis of further design of the algorithm and synthesis of a program in a target programming language. The approach is illustrated by examples of developing parallel sorting, meteorological forecasting, and N-body simulation programs.
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More Results
Formalized Algorithm Design and Auto-Tuning of Programs
The extension of the Glushkov’s system of algorithmic algebras (SAA) intended for formalization of parallel algorithms.
Full Text Chapter Download: US $37.50 Add to Cart
Algebras of Algorithms, Parallel Computing, and Software Auto-Tuning
The extension of the Glushkov’s system of algorithmic algebras (SAA) intended for formalization of parallel algorithms.
Full Text Chapter Download: US $37.50 Add to Cart
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