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The closed form solution of the maximum absorption power and corresponding power takeoff parameters are obtained.
The solution of this problem arises in many areas of science, such as computational biology, where many applications require the solution of the maximum subsequence sum problem.
Furthermore, to efficiently solve the optimization problem, we propose a column generation based approach, where a column corresponding to a feasible solution; our idea is to find a column with steepest ascent in lifetime, based on which we iteratively search for the solution of the maximum lifetime problem.
Firstly, it gives access to the exact solution of the maximum likelihood approach.
Similar(56)
The optimal solution of the maximum-delay reduction problem (3) can be obtained by simply choosing the transmitting device as the one that achieves the maximum weight.
Specifically, analytical solutions of the maximum and minimum radii of the orbit were proposed.
Closed-form solutions of the maximum deflection and the effective elastic modulus in both kinds of nanowires are achieved.
The analytical solutions of the maximum coefficient of performance (COP) for irreversible Carnot refrigerators are obtained under the equivalent of the finite-flow rate constraint.
The models provide the closed form solutions of the maximum likelihood estimating equations for the parameter estimation under a Bernoulli setup.
(38) Substituting (A_{r}) and (omega_{r}) into the equation (25) and equation (26), the correction solutions of the maximum displacement and the maximum acceleration of the system can be obtained, respectively.
Similarly, we can show that every positive solution of (1.1), the maximum value on of which is less than lies on.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com