Titlebook: Mathematical Modelling in Biomedicine; Optimal Control of B Y. Cherruault Book 1986 Springer Science+Business Media Dordrecht 1986 calculus

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Blood Glucose Regulation,cians. Particularly, one hopes to avoid large variations in blood glucose level. Optimization methods may be used to maintain a steady level. We shall begin with experiments on dogs described in [44].

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Errors in Modelling,espect to a. and λ.. The following equation is obtained: . Substituting (11.2) for t = t. leads to the linear algebraic system: . where k = 1,.., m, which includes 2n unknowns (the Δλ. and the Δλ.) and m equations.

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Relations Between Dose and Effect,cannot be related to the concentration in the blood by a simple model. This happens when sophisticated biochemical transformations arise [35]. In this chapter we shall describe some of the main difficulties.

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Numerical Solution of Integral Equations,e f and K are given. The problem is to determine u(t) numerically such that (8.1) is satisfied. For that we shall use the approximation: . where the functions r. are known and . is a basis in the set of u’s.

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Problems Related to Partial Differential Equations,ential equations comes from enzyme biochemistry, where an enzyme E added to a substrate S [48] gives a product in accordance with: . Then the complex ES is decomposed, giving a product P and the enzyme: . The last reaction is irreversible.

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ics of the interviewees. The third section presents the results of mindfulness on a personal level, how the collaborators see it and how they apply it in their day-to-day lives. The fourth section presents the results at the organizational level, according to several dimensions.