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For simplification, we consider the problem: determine the gravitational potential ϕ such that the Poisson equation Δ ϕ ( x, y, z ) = − 4 π G ρ ( x, y, z ) (38).
In the following two sections, we obtain approximate analytical formulas for the equilibria in a maximally simplified model of the caged refuge mechanism, gaining quantitative information about how the many parameters of the problem determine the steady state population levels and about the robustness to perturbations of the steady state that corresponds to a sustainably controlled population.
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Because of the high dimensionality of the problem, determining the convex hull and using it to create the constraints for the experimental design is a tedious process.
The first step of the problem determines the beam configuration under time-invariant centrifugal loading through a geometrically non-linear analysis, employing minimum total potential energy principle.
It is clear that the scale of the problem determines the scale of the solution.
The condition of the problem determines the proper performance criteria of the neural network.
They evaluated the problem, determined possible solutions, and were able to initiate a waste and recycling program in their school.
Cycles of a PAR project may engage participants in any or all of the following: helping to formulate the problem definition, assessing the problem, determining an intervention, implementing the intervention, and assessing the intervention.
One example would be the isoperimetric problem: determine the shape of the closed plane curve having a given length and enclosing the maximum area.
Hence, we have to solve the following linear programming problem: determine the maximum of the function, subject to the constraints,,,.
We find the structure of the design problem determines the aspects of rational and naturalistic decision making used.
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CEO of Professional Science Editing for Scientists @ prosciediting.com