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When the variations are taken into account, the number of solutions and the number of possible universes can easily exceed 10 100.
A min max mathematical formulation is proposed which requires a maximum similarity threshold between VRP solutions, and the number k of dissimilar VRP solutions that need to be generated.
An application is given to a tabular reactor model from chemical engineering for numerical solutions, and the number of iterations are compared with that by the regular monotone iterative scheme.
We show that our parallel Tabu Search algorithm for graphics cards (GPUs) outperforms other existing Tabu Search approaches in terms of quality of solutions and the number of evaluated schedules per second.
The concentration of hydrogen peroxide and assembly conditions of the precursor film, such as pH, the ionic strength of the polyelectrolyte solutions and the number of assembled bilayers were investigated using catechol.
Experiments on such a stochastic algorithm as SA were initiated following the observation that it is possible to calculate the exact probability for SA to reach any point in the landscape, provided that the number of solutions and the number of neighbors per solution are small enough.
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The concentration of the nickel solution and the number of cycles in the electrodeposition were studied.
However, platelet viability and function appear to be affected by the composition of the wash solution, and the number of platelets in the product is substantially reduced following washing.
Convergence to accurate results is obtained by increasing the number of elements or by increasing both the number of terms in the series solution and the number of terms in the Taylor expansion of the variable coefficients.
The effects of viscosity of the sol-gel solution, the withdrawal speed of the substrate from the solution, and the number of dipping and drying steps on coating thickness and coating morphologies were characterized by scanning electron microscopy (SEM).
This result is implied by the property that a linear programming problem has a basic optimal solution and the number of vertices { ( x 1, y 1 ), …, ( x p, y p ) } of the convex polyhedron { ( x, y ) : A x + B y ≤ b } is finite.
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