Titlebook: Mathematics Applied to Engineering, Modelling, and Social Issues; Frank T. Smith,Hemen Dutta,John N. Mordeson Book 2019 Springer Nature Sw

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,Existence of Periodic Solutions for First Order Differential Equations with?Applications,wo positive periodic solutions of first order functional differential equations. The results, presented in this chapter, are then applied to the Nicholson’s Blowflies model and the generalized Michaelis-Menton type single species growth model.

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Dynamic Programming Viscosity Solution Approach and Its Applications to Optimal Control Problems,bovitskii-Milyutin approach, we obtain the necessary condition of optimality, i.e., the Pontryagin maximum principle for optimal control problem of an age-structured population dynamics for spread of universally fatal diseases. Secondly, for an optimal birth control problem of a McKendrick type age-

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Approximation of Short-Run Equilibrium of the ,-Region Core-Periphery Model in an Urban Setting,mation is sufficiently accurate and expressed explicitly in terms of the distribution of workers that is contained as known function in the model. Making use of this approximation, we can analyze the behavior of each short-run equilibrium.

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,New Phase-Field Models with?Applications to Materials Genome?Initiative,ve (MGI) that is a novel and multi-stakeholder effort so that discovery and deployment of advanced materials can be significantly accelerated while the cost can be considerably reduced. Integrated computation is a key tool of MGI. Phase-field approach is a young, however, has now emerged as a powerf

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Optimal Control Measures for Tuberculosis in a Population Affected with Insurgency, susceptibility due to difference in awareness level. Seeking to minimize the number of high-risk susceptible individuals with low level of TB awareness and to maximize the number of isolated actively-infected individuals placed under Directly Observed Treatment Short-Course (DOTS), we incorporated

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