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Lord Kelvin proposed a non-optimal geometric model to solve this problem.
It's true for the addict, it's true for the addicted society, it's true for our using a criminal justice model to solve a medical problem".
Therefore, we developed a 1D mathematical model to solve this process in LFAs.
We propose a Mixed Integer Programming (MIP) model to solve this problem to optimality.
We have formulated an integer linear programming model to solve this problem.
This is based on a finite element model to solve material flow during extrusion.
In this paper, we propose a novel model to solve the problem.
We first develop an integer linear programming model to solve the network design problem.
Previous studies suggested the limitation of gene-modified mice model to solve this problem.
This model utilizes the k ɛ turbulence model to solve the flow equations.
We have used a two dimensional model to solve the cosmic ray transport equation.
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