Application of Continuous Genetic Algorithm for Nonlinear System of Second-Order Boundary Value Problems

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A Reliable Analytical Method for Solving Higher-Order Initial Value Problems (2013, background): “On the other aspect as well, the applications of other versions of series solutions to linear and nonlinear problems can be found in [13–18] and for numerical solvability of different categories of differential equations, one can consult the references [19, 20].”
Numerical solution of systems of second-order boundary value problems using continuous genetic algorithm (2014, methodology): “The reader is asked to refer to [1–6,8– 10,12,13] in order to know more details about CGA, including their justification for use, conditions on smoothness of the functions used in the algorithm, several advantages of CGA over conventional GA (discrete version) when it is applied to problems with cou”
An Optimization Algorithm for Solving Systems of Singular Boundary Value Problems (2014, methodology): “It is to be noted that the first two conditions indicate to a successful termination process (optimal solution is found), while the last two conditions point to a partially successful end depending on the fitness of the best individual in the population (near-optimal solution is reached) [25,26,27, ”