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The resulting mathematical model contains inherently nonlinear and nonconvex constraints.
The mathematical model contains only 5 unknowns as the first order shear deformation theory (FSDT).
The mathematical model contains a mathematical expression slot and one more quality data slot inherited from the composite slot in the composite representation.
This new mathematical model contains the system of inclusions in [1, 2, 6], the variational inclusions in [7, 8], and some variational inequalities in literature as special cases.
The mathematical model contains three compartments representing the liver, blood plasma, and periphery.
First the mathematical model contains four equations (one for each chemical species) describing the dynamics of the chemical concentrations.
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A non-linear mathematical model containing stiffness and damping forces with tri-linear forms is considered.
Then, a mathematical model containing multiple continuous and discrete variables for the optimal design of LSC is developed.
In multiobjective optimization, the optimization problem is formulated with a mathematical model containing several conflicting objectives and constraints depending on decision variables.
(Kabak and Ülengin 2011) considered a mathematical model containing the resources allocation and outsourcing decisions which only two decision variables are considered to be fuzzy such as the input parameters.
In the other fields the variables are handled as fuzzy numbers, for example (Fazlollahtabar et al. 2012) proposed a vehicle routing problem with fuzzy decisions and also (Kabak and Ülengin 2011) considered a mathematical model containing the resources allocation and outsourcing decisions which the two decision variables are considered to be fuzzy such as the input parameters.
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