name
Kochkarov Ahmat Magometovich
Scholastic degree
•
Academic rank
professor
Honorary rank
—
Organization, job position
• North-Caucasian State Humanitarian Technological Academy
кафедра математики
заведующий
Research interests
фрактальные графы, оптимизация, структурный хаос
Web site url
—
Current rating (overall rating of articles)
0
TOP5 co-authors
Articles count: 5
Сформировать список работ, опубликованных в Научном журнале КубГАУ
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01.00.00 Physical-mathematical sciences
Description
In the article, the algorithm – a recurrent formula for calculation of determinants of prefractal graphs with the full primers, keeping old edges contiguity in a trajectory was received
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ESTIMATION OF VIRUSES DISTRIBUTION AREA DIAMETER USING MODELS ON PREFRACTAL GRAPHS
01.00.00 Physical-mathematical sciences
Description
The article investigates the problem of estimation of diameters of prefractal graphs with priming stars and with full priming which contiguity of old edges in a trajectory isn't broken on spectra
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SPECTRA OF PREFRACTAL GRAPHS WITH THE PRIMING CYCLES, KEEPING EDGES OF OLD CONTIGUITY
01.00.00 Physical-mathematical sciences
Description
The problems of finding of characteristic polynomials and spectra prefractal graphs with the priming cycles are investigated, the contiguity of old edges in the trajectory isn't broken. The recurrent formula is received
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PREFRACTAL TREES GENERATED BY SEEDS SET STRUCTURAL RECOGNITION
01.00.00 Physical-mathematical sciences
Description
In paper the class of prefractal the trees generated by set of seeds-stars with alternation is defined. The algo-rithm of this class prefractal graphs recognition is proved. It is proved also polynomial character of the offered recognition algorithm
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01.00.00 Physical-mathematical sciences
Description
In this article, the properties of prefractal graphs generated by a seed representing a tree are investigated. To determine the phenomenon of the object under investigation with a fractal structure, we present a concept which is the degree of fractalization. The degree of fractalization will allow us to evaluate the structure relative to its belonging to the prefractal graphs
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