Exact(1)
Entropy-based (MN) moment closures for kinetic equations are defined by a constrained optimization problem that must be solved at every point in a space time mesh, making it important to solve these optimization problems accurately and efficiently.
Similar(59)
In the current work, a similar approach such as [7] is being adopted by which a constrained optimization framework is introduced for optimal rate allocation to the real-time video applications.
By solving a constrained optimization problem transformed into an H∞ control framework, the disturbance rejection performance is optimized while ensuring the robust stability of the closed-loop visual servoing system.
Design modification is performed by solving a constrained optimization problem.
The critical load is obtained by solving a constrained optimization problem.
The conditions at failure are defined by employing a critical plane approach, whereby the orientation of the localization plane is specified by solving a constrained optimization problem.
A recent paper introduced a method to find points on the boundary of the objective function space by solving a constrained optimization problem using adjoint gradients.
Particular attention is devoted to evaluate the initial configuration under self-weight loads and the corresponding cable dimensioning, which is achieved by solving a constrained optimization problem.
The reliability index can be evaluated by solving a constrained optimization problem, as described below: Find P*. which minimizes β = U T · U Open image in new window (9).
In the general framework of the reference basis method, certain quantities, e.g., natural frequencies or modeshapes, are considered to be completely accurate and the others are updated by solving a constrained optimization problem.
In the fault-tolerant control design, both the actuator saturation and performance degradation are considered, and the fault-tolerant control input and the degradation factor are simultaneously designed by solving a constrained optimization problem.
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