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The cost function is minimized by a modified optimality criteria method.
It is shown that optimality criteria method can effectively be used to obtain its solution.
The present work extends the optimality criteria method to the case of multiple constraints.
Accordingly, we propose to solve this problem with an Optimality Criteria method, i.e. the GW method.
The optimal performance-based design problem considering inelastic deformation is formulated and solved by the augmented optimality criteria method.
Then, the Generalized Optimality Criteria method is extended for fixed topology lattice structures with respect to constraints in displacement, stress, and Euler buckling.
The existing framework of optimality criteria method is limited to the optimization of a simple energy functional with a single constraint on material resource.
Semiautomated segmentation of blood vessels using ellipse-overlap criteria: method and comparison to manual editing.
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In this paper, we proposed a multi-criteria method to estimate the reliability factors.
The methodology integrates the multiple-criteria method with the spatial correlation technique.
Results show that the proposed multi-criteria method incorporating modal flexibility and modal strain energy method is effective in multiple damage assessment in beam and plate structures.
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