Sentence examples for domination method from inspiring English sources

The low gain-high gain feedback domination method is applied to an example to illustrate its performance.

Domination method is used to deal with nonlinear time-delay function under the assumption that the nonlinear time-delay functions of systems satisfy Lipschitz condition.

So, this new design technique which is quite different from the well-known design techniques like backstepping, and completely uses feedback domination method, can be used for the latter systems.

Remarkably, by using the function scaling gain strategy and homogeneous domination method, two kinds of explicit universal adaptive controllers are designed such that all the states of the closed-loop system are globally bounded and the solutions of the original system converge to zero.

This paper examines a decentralized control technique which makes use of a gain domination method that implements both low and high gain to negate the effects of high order nonlinearities found in a series of interconnected systems that are coupled by both measurable and unmeasurable states.

By introducing the homogeneous domination design method and constructing the appropriate Lyapunov Krasovskii functional, a state feedback controller is constructed to drive the closed-loop system to be globally asymptotically stable in probability.

Countries show disparate paths in method gains and losses toward a balanced mix, but 4 patterns are suggested: (1) rise of one method partially offset by changes in other methods, (2) replacement of traditional with modern methods, (3) continued but declining domination by a single method, and (4) declines in dominant methods with increases in other methods toward a balanced mix.

Realism had become a method of domination.

Continued but declining domination by a single method.

This paper proposes a differential evolution algorithm based on ε-domination and orthogonal design method (ε-ODEMO) to solve power dispatch problem considering environment protection and saving energy.

Under the weaker homogeneous condition on systems growth, a saturated finite-time control scheme is developed by exploiting the adding a power integrator method, the homogeneous domination approach and the nested saturation technique.