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In Dr. Edelman's view, government programs to alleviate injustices often serve mainly to allay public concern while creating a bureaucracy with a vested interest in preserving the problem it is supposed to solve.
The key ingredient of our method is the use of an objective reduction algorithm that allows identifying redundant objectives that can be omitted while still preserving the problem structure to the extent possible.
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Our method allows identifying in a systematic manner key LCA metrics that preserve the problem structure.
We introduce a constrained nonlinear programming framework of controlled (as opposed to recovered) infeasibility for physically valid solutions while preserving the original problem and variable space.
In order to computationally implement this method, it is necessary to reformulate the problem in such a way so as to avoid division by zero in the nonlinear inequalities present amongst the convex hull constraints, while preserving the convex nature of the problem.
Modern readers can still share his preoccupation with the problem of preserving the individual's integrity amid the pressures of mass civilization.
In the late 20th and early 21st centuries, the Roman Catholic Church was faced with the problem of preserving the unquestioned values of mutual love and responsibility in marriage while attempting to come to terms with the realities of modern life.
We also consider a risk measure that allows to reduce the probability of incurring in high costs while preserving the decomposable structure of the problem.
In this rule, Descartes faces the problem of preserving the total quantity of motion in situations distinguished by the larger body's complete rest, and thus zero value of quantity of motion.
A new approach to represent models preserving the intrinsic nature of problem structures using graphs with many hierarchies is proposed.
For the structured model the emphasis is on preserving the convexity of the estimation problem through a suitable relaxation of the original problem.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com