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The researchers tend to use various meta-heuristic approaches to solve such type of problems.
In order to solve such type of problems, a new formalism is proposed based on the concept of transmission Function.
Hence, it is necessary to find the solutions either to avoid or to remove such type of problems in the boiler.
Such type of problems in a large hierarchical organization from higher level to lower level and their sequential decisions on complex and conflicting objectives formulate the MLFPPs.
Simulation result shows that the proposed method is suitable to solve such type of problems and the results obtained are found satisfactory.
It is also obvious from the results that the line Gauss-Seidel relaxation is the most efficient smoother with the least multigrid V-cycle numbers for such type of problems.
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Sometimes it is really difficult to control such types of problems by analytical calculation procedures.
Attempts have been made to generalize convexity to study their role in solving such types of problems.
Many numerical methods have been suggested to solve such types of problems and a lot of them require information as regards locations and widths of different layers.
Such types of problems are not solvable in polynomial time because best solution may be difficult to achieve, so an effort is made to find a suboptimal solution.
For such types of problems, some modifications of the existing process of evolution have to be done or some special operators have to be used to satisfy the additional constraints.
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