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Thus, we construct monotone flows that are generated by solutions of linear fractional differential equations which converge uniformly and quadratically to the unique solution of the problem.
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The investigators showed that the exact 3D solutions are generated by 2D solutions of the thin-plate equations for a homogeneous plate.
A set of implicit mathematical equations are generated by combining solution-diffusion model with film theory approach to model the RO process which is used for simulation and optimization.
This paper focuses on steady state performance predictions and optimization of the Reverse Osmosis (RO) process utilizing a set of implicit mathematical equations which are generated by combining solution-diffusion model with film theory approach.
The Jacobi elliptic doubly periodic solutions are generated by the trigonometric exact solutions and the hyperbolic exact solutions when the modulus m → 0 and m → 1, respectively.
In iterated local search, which is an effective variant of multi-start local search, the initial solutions for local search are generated by perturbating good solutions found in the previous search.
Offspring solutions are generated by randomly recombining two parent solutions: one from the first list and one from the second list.
According to this technique, spray droplets are generated by pumping a solution through a nozzle.
They showed that all Pareto solutions are generated by the algorithm and that no Pareto solutions are lost during the computation.
Neighborhood solutions are generated by randomly adding or deleting a feature from the solution vector.
Discrete solutions are generated by integrating Brownian motion-like random search with an integer-rounding operation.
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