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The objective function value of a solution is alike the nectar amounts of a food source.
The strength value of a solution i corresponds to the number of j individuals, belonging to the archive and the population, dominated by i.
The strength value of a solution i corresponds to the number j of individuals, belonging to the archive and to the population, dominated by i.
In each iteration, the fitness value of a solution is calculated based on two utility functions for quantity maximization and price minimization.
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The pH values of a solution should be considered as an important factor impacting the biosorption process.
Thus, all possible objective values of a solution (x^) are considered over all scenarios, namely the set (f_{U}(x^)).
The first approach is reducing a solution of a delay difference equation to the values of a solution of a delay differential equation with piecewise constant arguments at integer points.
Then qii′jj′ can be charged (as a flow line) onto the edges of Pii′jj′, so to compose the values of a solution [x ijk, z ik, z′ jk ] of P according to the equalities of Section 2.
From the integral representation (2.7), it follows that the terminal values of a solution of system (1.6) at satisfying initial conditions (3.2) and (3.3) have the form (3.22) and (3.23).
This is done in Section 2. Using the results of Section 2 "Theorem 2.10", and of [6, Theroms 13, 14 and 20] we get the existence of a homoclinic solution in Section 3. Note that by Definitions 1.3 and 1.4 just the values of a solution which are less than are important for a decision whether the solution is homoclinic or escape one.
The correlation value is then employed to calculate the fitness value fval of a solution in the optimization schemes.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com