2017
DOI: 10.36108/jrrslasu/7102/40(0112)
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Existence of Periodic Properties of Solutions of Certain Autonomous Third Order Nonlinear Differential Equations

Abstract: Introduction: Knowledge of food composition is crucial in the assessment of nutritional quality and potential contribution to recommended nutrient intakes. Fish plays a major role in ensuring food and nutritional security among the poor, vulnerable and rural fishing communities. However, in Nigeria, information on the nutrition content of some locally important fish species particularly after smoking or sun-drying is either lacking or missing. Aim: The present study was carried out to evaluate (i) the nutritio… Show more

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Cited by 1 publication
(6 citation statements)
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“…In particular, the intuitive idea of qualitative properties of solutions of rectangular matrix differential equations is of practical importance in analyzing the layout of control systems, models of cross interactions between competing species, and spread of diseases in a community with different traits as well in image compression and processing of tasks. Also, the results obtained in this work will be comparable in generality to the results obtained in [3,12,16,22,26,27] and some results existing in the literature. A numerical instance is provided to demonstrate the importance and relevance of the results achieved as well as provide a graphical analysis to corroborate our discoveries regarding the behaviour of solutions of the rectangular matrix equation (1.1).…”
Section: Introductionsupporting
confidence: 89%
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“…In particular, the intuitive idea of qualitative properties of solutions of rectangular matrix differential equations is of practical importance in analyzing the layout of control systems, models of cross interactions between competing species, and spread of diseases in a community with different traits as well in image compression and processing of tasks. Also, the results obtained in this work will be comparable in generality to the results obtained in [3,12,16,22,26,27] and some results existing in the literature. A numerical instance is provided to demonstrate the importance and relevance of the results achieved as well as provide a graphical analysis to corroborate our discoveries regarding the behaviour of solutions of the rectangular matrix equation (1.1).…”
Section: Introductionsupporting
confidence: 89%
“…The investigations in Olutimo [16] are related to [27] and provided the extensions of some of the results of [27] to (1.1), where X is a rectangular matrix (i.e., X : R → R n×m ) and A, B are n × n symmetric matrices with constant values. X, H(X), and P (t, X, Ẋ, Ẍ) being continuous n × m matrices in the real domain.…”
Section: Introductionmentioning
confidence: 99%
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