Optimal campaign in the smoking dynamics.
Zaman, Gul (2011)
Computational & Mathematical Methods in Medicine
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Displaying similar documents to “Optimal Screening in Structured SIR Epidemics”
Optimal campaign in the smoking dynamics.
Optimal Control of Heterogeneous Systems Оптимално управление на хетерогенни системи
Tsachev, Tsvetomir (2012)
Union of Bulgarian Mathematicians
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Цветомир Цачев - В настоящия доклад се прави преглед на някои резултати от областта на оптималното управление на непрекъснатите хетерогенни системи, публикувани в периодичната научна литература в последните години. Една динамична система се нарича хетерогенна, ако всеки от нейните елементи има собствена динамиката. Тук разглеждаме оптимално управление на системи, чиято хетерогенност се описва с едномерен или двумерен параметър – на всяка стойност на параметъра отговаря съответен елемент...
Growth model with migration: structure of optimal saving rates
Robert Kruszewski (2006)
Banach Center Publications
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Optimal control of an epidemic through educational campaigns.
Castilho, Cesar (2006)
Electronic Journal of Differential Equations (EJDE) [electronic only]
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Global stability analysis and control of leptospirosis
Kazeem Oare Okosun, M. Mukamuri, Daniel Oluwole Makinde (2016)
Open Mathematics
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The aim of this paper is to investigate the effectiveness and cost-effectiveness of leptospirosis control measures, preventive vaccination and treatment of infective humans that may curtail the disease transmission. For this, a mathematical model for the transmission dynamics of the disease that includes preventive, vaccination, treatment of infective vectors and humans control measures are considered. Firstly, the constant control parameters’ case is analyzed, also calculate the basic...
A dynamic model for crime control and policy evaluation.
Ahmed, N.U., Rahim, M.A. (1999)
Mathematical Problems in Engineering
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Multiobjective optimal control of HIV dynamics.
Zarei, Hassan, Kamyad, Ali Vahidian, Effati, Sohrab (2010)
Mathematical Problems in Engineering
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Optimal control of production inventory systems with deteriorating items and dynamic costs.
Benhadid, Yacine, Tadj, Lotfi, Bounkhel, Messaoud (2008)
Applied Mathematics E-Notes [electronic only]
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Optimal solutions for a model of tumor anti-angiogenesis with a penalty on the cost of treatment
Urszula Ledzewicz, Vignon Oussa, Heinz Schättler (2009)
Applicationes Mathematicae
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The scheduling of angiogenic inhibitors to control a vascularized tumor is analyzed as an optimal control problem for a mathematical model that was developed and biologically validated by Hahnfeldt et al. [Cancer Res. 59 (1999)]. Two formulations of the problem are considered. In the first one the primary tumor volume is minimized for a given amount of angiogenic inhibitors to be administered, while a balance between tumor reduction and the total amount of angiogenic inhibitors given...