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This has required the solution of two problems,.
This paper is an extension of our previous works, where the solution procedure was developed numerically and required the solution of two linear systems.
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The v-step requires the solution of a deconvolution problem with known kernel xk.
In the case of open systems, these problems require the solution of games with integer values.
Analytic modeling for performance evaluation of distributed systems typically requires the solution of large multichain queueing network models.
The algorithm requires the solution of a sequence of linear matrix inequalities (LMIs) of increasing size.
This task requires the solution of a collection of small and independent linear systems.
The original framework requires the solution of Nonlinear programning problem on two optimization levels.
Such an estimation requires the solution of two optimization problems for each of them.
Such time approximation requires the solution of 3D elliptic equations at each time step.
Optimal process design often requires the solution of mixed integer non-linear programming problems.
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