The Scientific Graph Programming Paradigms of Systems from Modules to the Application Areas

E. M. Lavrischeva

Authors

E. M. Lavrischeva

graph theory; adjacency matrix, reach ability; mathematical operations; configuration assembling; paradigm programming; future technologies

Abstract

The mathematical basics of graph paradigm programming of applied systems (AS) are presented. The vertices of graph are been the functional modules of the systems and the arcs define the connections between them. The graph is represented by an adjacency and reach ability matrix. A number of graph' program structures and their representation by mathematical operations (unions, connections, differences, etc.) are shown. Given the characteristics of graph structures, complexes, units, and systems created from the modules of the graph. The method of modelling the system on the graph of modules, which describe in the programming languages (LP) and the advanced operations of association (link, assembling, make, building, config etc.). The standard of configuration (2012) Assembly of heterogeneous software elements in AS of different fields of knowledge is made. A brief description of modern and future programming paradigms for formal theoretical creation of systems from intelligent and service-components of the Internet is given. The modules and AS are protected and quality assessment. There are giving the new direction of modern paradigms programming in the near future.

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How to Cite

The Scientific Graph Programming Paradigms of Systems from Modules to the Application Areas. (2020). Global Journal of Science Frontier Research, 20(F1), 61-83. https://www.journalofscience.org/index.php/GJSFR/article/view/102400

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