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Our optimal control problem corresponding to Problem ( B x ) is as follows.
The homogeneous problem corresponding to b.v.p.
We are interested in a job-shop scheduling problem corresponding to an industrial problem.
The exit problem corresponding to the transition between the two states is, then, as follows.
The variational inequality problem corresponding to the mapping is to find a point such that (1.6).
Therefore, the dual optimization problem corresponding to (P2) is given by: min g s.t.
In [6], it was proved that (17) is the limit problem corresponding to (16).
The example considers a real world physical problem corresponding to the model investigated in [3, 9].
The dual optimization problem corresponding to P1 is given by: min λ g s.t.
For further investigation, we will need a linear homogeneous problem corresponding to problem (2.1 - 2.3).
In this paper, we formulate the feasibility problem corresponding to a filter design problem as a convex optimization problem.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com