This occurs because there is no fixed phase relationship between the light emanating from the two stars over any finite time interval.
So there exist finite switchings in any finite time interval.
The off-line trained (for finite time interval) network provides the necessary stability and tracking performance.
Asymptotic convergence for a trajectory tracking within a finite time interval is achieved through repetitive tracking.
This shows that switchings are finite in any finite time interval.
to the final point. in the finite time interval t f - t s.
to the final point (3.21). in a finite time interval t f - t s.
The finite time interval ([0,t]) is divided into N subintervals with the length Δt.
at time t f, in the finite time interval t f - t s.
In this situation the impulsive action starts at any arbitrary fixed point and stays active on a finite time interval.
This is a situation with an impulsive action which starts abruptly and stays active on a finite time interval.
