The strength of the perturbation approach in its ability to rank therapeutics can be gauged by contrasting Table 2 and Table 4 of the cervical cancer case study, with Table 4 ranking candidates without implementing the perturbation stability measure.
As is well known, the Lyapunov method provides a powerful implement in studying the stability of SDEs, and there are many methods to study the stability of SPDEs including hybrid stochastic heat equations, such as the Lyapunov function method [1], successive approximation approach [2], large deviation technique [3, 4], fixed pointed theory [5 7], and so on.
This will enforce the stability.
Nonlinear dynamic finite element analysis was implemented to investigate the stability of these shapes.
Several control strategies have been implemented to enhance the stability of CSG including PSS, HVDC coordinated control, etc.
The results of the case studies show a positive connection between the number of implemented opportunities and the stability of the financial network.
Nonlocal elasticity and Timoshenko beam theory were implemented to investigate the stability response of SWCNT embedded in an elastic medium [5, 6].
A semi-analytical solution employing the Generalized Differential Quadrature Method (GDQM) along with the trigonometric expansion is implemented to solve the stability equations.
Simulations were implemented to verify the stability evaluation method and the guidelines for controller design, examining the effect of harmonic attenuation, the dynamic response, and the performance of active damping.
