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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.
Therefore, the dual optimization problem corresponding to (P2) is given by: min g s.t.
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).
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