Geometry of Chaos: Advanced computational approach to treating chaotic dynamics of some hydroecological systems II
This paper goes on our work on application of the chaos theory and non-linear analysis technique to studying chaotic features of different nature systems. Here we present new results of using an advanced chaos-geometric approach to treating chaotic pollution dynamics in the hydroecological systems,...
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| Language: | Russian |
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Odessa National Academy of Food Technologies
2015-10-01
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| Series: | Pracì Mìžnarodnogo Geometričnogo Centru |
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| Online Access: | http://journals.uran.ua/geometry/article/view/51584 |
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Article |
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doaj-9b4bb6c30f804c108c4793eb628ce4d72020-11-24T22:25:31ZrusOdessa National Academy of Food TechnologiesPracì Mìžnarodnogo Geometričnogo Centru 2072-98122015-10-018210.15673/2072-9812.2/2015.5158448540Geometry of Chaos: Advanced computational approach to treating chaotic dynamics of some hydroecological systems IIAlexander Glushkov0Viktor Kuzakon1Yuliya Bunyakova2Vasily Buyadzhi3Одесский государственный экологический университетОдесская национальная академия пищевых технологийОдесский государственный экологический университетОдесский государственный экологический университетThis paper goes on our work on application of the chaos theory and non-linear analysis technique to studying chaotic features of different nature systems. Here we present new results of using an advanced chaos-geometric approach to treating chaotic pollution dynamics in the hydroecological systems, in particular, forested watersheds. Generally, an approach combines together application of the advanced mutual information scheme, Grasberger-Procachi algorythm, Lyapunov exponent's analysis etchttp://journals.uran.ua/geometry/article/view/51584Геометрия хаоса, Нелинейный анализ, Природные системы |
| collection |
DOAJ |
| language |
Russian |
| format |
Article |
| sources |
DOAJ |
| author |
Alexander Glushkov Viktor Kuzakon Yuliya Bunyakova Vasily Buyadzhi |
| spellingShingle |
Alexander Glushkov Viktor Kuzakon Yuliya Bunyakova Vasily Buyadzhi Geometry of Chaos: Advanced computational approach to treating chaotic dynamics of some hydroecological systems II Pracì Mìžnarodnogo Geometričnogo Centru Геометрия хаоса, Нелинейный анализ, Природные системы |
| author_facet |
Alexander Glushkov Viktor Kuzakon Yuliya Bunyakova Vasily Buyadzhi |
| author_sort |
Alexander Glushkov |
| title |
Geometry of Chaos: Advanced computational approach to treating chaotic dynamics of some hydroecological systems II |
| title_short |
Geometry of Chaos: Advanced computational approach to treating chaotic dynamics of some hydroecological systems II |
| title_full |
Geometry of Chaos: Advanced computational approach to treating chaotic dynamics of some hydroecological systems II |
| title_fullStr |
Geometry of Chaos: Advanced computational approach to treating chaotic dynamics of some hydroecological systems II |
| title_full_unstemmed |
Geometry of Chaos: Advanced computational approach to treating chaotic dynamics of some hydroecological systems II |
| title_sort |
geometry of chaos: advanced computational approach to treating chaotic dynamics of some hydroecological systems ii |
| publisher |
Odessa National Academy of Food Technologies |
| series |
Pracì Mìžnarodnogo Geometričnogo Centru |
| issn |
2072-9812 |
| publishDate |
2015-10-01 |
| description |
This paper goes on our work on application of the chaos theory and non-linear analysis technique to studying chaotic features of different nature systems. Here we present new results of using an advanced chaos-geometric approach to treating chaotic pollution dynamics in the hydroecological systems, in particular, forested watersheds. Generally, an approach combines together application of the advanced mutual information scheme, Grasberger-Procachi algorythm, Lyapunov exponent's analysis etc |
| topic |
Геометрия хаоса, Нелинейный анализ, Природные системы |
| url |
http://journals.uran.ua/geometry/article/view/51584 |
| work_keys_str_mv |
AT alexanderglushkov geometryofchaosadvancedcomputationalapproachtotreatingchaoticdynamicsofsomehydroecologicalsystemsii AT viktorkuzakon geometryofchaosadvancedcomputationalapproachtotreatingchaoticdynamicsofsomehydroecologicalsystemsii AT yuliyabunyakova geometryofchaosadvancedcomputationalapproachtotreatingchaoticdynamicsofsomehydroecologicalsystemsii AT vasilybuyadzhi geometryofchaosadvancedcomputationalapproachtotreatingchaoticdynamicsofsomehydroecologicalsystemsii |
| _version_ |
1725757083004960768 |