In this manuscript, controllability of vector valued g-derivative Stieltjes differential system is
considered. For linear system, explicit solution of homogeneous case is obtained by …

Stability of Caputo fractional differential equations with impulses occurring at random
moments and with non-instantaneous time of their action is studied. Using queuing theory …

The p-moment exponential stability of non-instantaneous impulsive Caputo fractional
differential equations is studied. The impulses occur at random moments and their action …

In some real world phenomena a process may change instantaneously at uncertain
moments and act non instantaneously on finite intervals. In modeling such processes it is …

The time-scale tolerance for linear ordinary impulsive differential equations is introduced.
How large the time-scale tolerance is directly reflects the degree to which the qualitative …

Nonlinear differential equations with impulses occurring at random time and acting
noninstantaneously on finite intervals are studied. We consider the case when the time …

A new measure of robust stability for linear ordinary impulsive differential equations with
periodic structure is introduced, based on the impulse extension concept. This new stability …