Online since: December 2019
Description: Articles presented in this volume of the Bulletin of Mathematical Sciences and Applications reflects the latest results of investigations in the area of applied mathematics related to the technique of the decomposition the time series of atmospheric carbon dioxide concentration and to analyze the application of the method of invariants to the optimal stabilization problem in the control system.
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P. 1
A Descriptive Time Series Analysis Applied to the Fit of Carbon-Dioxide (CO2)
Authors: Chijioke Joel Nweke, George Chinanu Mbaeyi, Kelechi Charity Ojide, Ogbonnia Elem-Uche, Onyekachi Stanley Nwebe
Citation: C. J. Nweke et al., "A Descriptive Time Series Analysis Applied to the Fit of Carbon-Dioxide (CO2)", Bulletin of Mathematical Sciences and Applications, Vol. 21, pp. 1-8, 2019 Visitors: Downloads: |
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P. 9
Invariants in Optimal Control: An Exact Solution of the Optimal Stabilization Problem
Authors: Gennadii V. Kondratiev
Citation: G. V. Kondratiev, "Invariants in Optimal Control: An Exact Solution of the Optimal Stabilization Problem", Bulletin of Mathematical Sciences and Applications, Vol. 21, pp. 9-14, 2019 Visitors: Downloads: |