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In this model the problem does not arise - but the reason is a bit peculiar.
Firstly, C/E System is used to model the problem.
We model the problem using a nonlinear integer programming formulation.
Through this model, the problem of waveform design can be converted into the problem of optimization.
In particular, we prove that in the Bousso Polchinski model, the problem is NP complete.
We model the problem using a sequence of periods, each corresponding to a season.
We model the problem as the Mean Standard Deviation Robust Design Problem (MSD-RDP).
We model the problem as a large mixed integer programming problem.
We model the problem as an integer program with nonlinear constraints and derive valid inequalities.
We model the problem of which robots to move as a distributed constraint optimization problem (DCOP).
In this paper, we model the problem of human activity recognition as a classification problem.
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