Trajectory Controllability of Dynamical Systems with Non-instantaneous Impulses | Zendy

Vishant Shah | Zendy; Jaita Sharma | Zendy; Prakash H Patel | Zendy

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Trajectory Controllability of Dynamical Systems with Non-instantaneous Impulses

Author(s) -

Vishant Shah,

Jaita Sharma,

Prakash H Patel

Publication year - 2021

Publication title -

ymer digital

Language(s) - English

Resource type - Journals

SCImago Journal Rank - 0.103

H-Index - 5

ISSN - 0044-0477

DOI - 10.37896/ymer20.11/32

Subject(s) - controllability , trajectory , banach space , control theory (sociology) , mathematics , semigroup , dynamical systems theory , operator (biology) , computer science , mathematical analysis , control (management) , physics , artificial intelligence , biochemistry , chemistry , repressor , quantum mechanics , astronomy , transcription factor , gene

This manuscript considered the system governed by the non-instantaneous impulsive evolution control system and discusses trajectory controllability of the governed system with classical and nonlocal initial conditions over the general Banach space. The results of the trajectory controllability for governed systems are obtained through the concept of operator semigroup and Gronwall’s inequality. This manuscript is also equipped with examples to illustrate the applications of derived results.

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