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This talk follows another route: by formulating the problems into nonconvex programs, we attempt to optimize the nonconvex objectives directly.
Techniques for detecting elemental level damage using the traditional methods receive the setback because of the difficulties in formulating the problems mathematically, specially in case of inverse problems.
In this study, we investigate the problem of network virtualization over both WDM and flexible-grid optical networks by formulating the problems as mixed integer linear programs (MILP).
We will put our contribution into context by giving a brief description of the system model and formulating the problems in 'System model' section.
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In formulating the problem, one has to discriminate pertinent elements from irrelevant information in order to effectively find a solution.
We formulate the problems of comparing variants as computing all intersections and maximal intersections of breakpoint regions.
Section Notation and problem formulation describes the notation and formulates the problem.
IPASS formulates the problem as an integer linear programming (ILP) formulation.
We formulate the problem as a Mixed Integer Linear Program.
Their first task is to formulate the problem in a way that makes it tractable.
We formulate the problem as a graph coloring problem.
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