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The obtained stability criteria are stated in terms of linear matrix inequalities (LMIs), which can be checked numerically using the effective LMI toolbox in MATLAB.
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This result can be checked, numerically, in Table 9.
Results are checked numerically for a vertical point load acting on a homogeneous and a layered plate by using a hybrid method.
The veracity of (85) was checked numerically with the help of Mathematica.
Numerical solutions and exact solutions of the proposed problem are compared and the derived stability condition is checked numerically.
The results of the present study were checked against either using the numerically determined non-zero A or setting A = 0 in the equilibrated distributions.
The procedure is checked using Monte Carlo simulations.
Purity of compounds were checked using HPLC.
Convergence was checked using Tracer.
This bifurcation check is established numerically using the J2-deformation theory of plasticity.
However, they can be computed numerically using existing subroutines [14].
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