The Use of Generalized Transponed Matrixes in the Study of Stability of Large-Scale Systems

Authors

  • Mullajonov R. Department of applead mathematics and mechanics, Andijan state university, Andijan, Uzbekistan

Keywords:

Stability, assymtotic stability, multidimensionality, multi-connectedness, diversity, interconnection of subsystems, Lyapunov function, multi-criteriality

Abstract

The theory of motion stability studies the influence of disturbing factors on the motion of a material system. Undertakers are forces that are not taken into account when describing motion, because they are small compared to the main forces. These irritating forces are usually unknown. They can act instantaneously, which leads to a small change in the initial state of the material system, i.e., the initial values of coordinates and velocities.

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Published

2025-01-12

How to Cite

Mullajonov R. (2025). The Use of Generalized Transponed Matrixes in the Study of Stability of Large-Scale Systems. Quest: Journal of Geometry, Mathematical and Quantum Physics, 2(1), 1–18. Retrieved from https://eminentpublishing.us/index.php/quest/article/view/150