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In the current contribution, a general formulation for the non-linear stability problem has been formulated numerically based on the transfer-matrix method.
In [14], the problem has been formulated as (33).
This particular problem has been formulated as an objection against the knowledge argument in Watkins (1989).
The intended problem has been formulated as a nonlinear integer programming model.
The planning problem has been formulated as a stochastic optimization problem.
The optimization problem has been formulated mathematically and solved by iterative use of the SIMPLEX method.
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At least two solutions to this problem have been formulated.
On the other hand, the study of stability problems had been formulated by Ulam [3].
Bilevel optimization problems have been formulated for optimal strain design via reaction removal, activation, and inhibition.
Recently, consensus-type problems have been formulated in the quantum domain.
Note that various target-tracking problems have been formulated and solved in the framework of the EM algorithm [10 15].
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