In order to show the feasibility and the effectiveness of the results obtained, we will give some important competition models which have been well studied in the literature, and apply our main results to those examples, and we establish some new criteria to supplement and generalize some well-known results.
Sufficient conditions for the stochastic hybrid system stochastically robustly stable are obtained, we also give some criteria on how to design a memoryless feedback controller and an impulsive controller to stabilize such stochastic hybrid system.
Applying the obtained results, we give some inequalities for quasi-arithmetic means.
Moreover, using the obtained results, we give a new generalization of the Minkowski inequality for the triple Diamond-Alpha integral on time scales.
In this section, using the obtained results, we give the following generalization of the Minkowski inequality for the triple Diamond-Alpha integral on time scales.
(v) Basing on the obtained results, we gave some implications such as the confirmation of high efficient information transmission, the identification of potential destructive effect, the recognition of important nodes and the creation of new information transmission path within the RTS.
Having obtained these results, we give some new identities for the ((p,q -Bernstein polynomials from arising ((p,q -Bernstein
Nor is it a mystery where artefacts obtain their functions: we give them their functions.
In order to obtain LMI (16), we give a matrix Q = Q T such that the following inequality holds: − Q + R < 0. (25).
Finally, to illustrate the theoretical results obtained in this paper, we give several examples.
