Sentence examples for closed form stability from inspiring English sources

Closed form stability conditions of the bifurcation solutions are presented.

Closed form stability criteria are obtained for the entire range of system parameters through an exact dynamic analysis for each foundation model.

The study includes the closed form pillar stability calculations as well as three-dimensional numerical analyses to verify the analysis method.

Closed form solutions for stability boundaries are obtained without solving the eigenvalue problems associated with the systems, but from a simpler procedure which utilizes the methods presented in this paper.

We obtain closed form approximations for the stability boundaries which give insights in the interaction of different effects which are elsewhere mostly considered in isolated form.

The proposed algorithm applies an iterative approach initialized with approximate closed form estimates so as to guarantee stability and convergence.

Based on this, the transient, the steady-state, and the stability bounds of the SR-NSAF and MSR-NSAF are analyzed and closed form relations are derived.

Reference [21] established the boundary of the stability region, but it involves stationary joint queue statistics, which still do not have closed form to date.

Analytical closed form solutions have been considered.

Closed form SW dispersion equations are introduced.

For special cases, closed form solutions are also given.