Secondly, consider the Oscillatory and asymptotic behavior of the third-order damped dynamic equations on time scales, given a sufficient condition of oscillation of all solutions of the equation, and gives examples to illustrate the correlation theorem.

The second consideration is on the 3 step damping power equation solvers of vibration and gradual, given all the equations are sufficient for the vibration, and the example given for the related theorems.

Next had considered on the time indice three step damping power equation solution vibratility and the gradation, have given the equation all solution vibration sufficient condition, simultaneously gave the example to explain to the correlation theorem.

Secondly consider a third-order damped dynamic equations on time scales of oscillation and asymptotic behavior of solutions, gives all the sufficient conditions for the oscillation for solutions of equations and examples are given on the relevant theorem to illustrate.

正在翻譯，請等待...