In this paper we study the stability of large-scale systems. We consider those systems which may be viewed as an interconnection of lower order subsystems. Lyapunov stability results were considered using norm type function, which led to the use of the measure of a matrix to analyze the stability. The resultant test matrix is an M-matrix with entries that are expressed in terms of the stability properties of the subsystems and in terms of the qualitative properties of the system interconnecting structure.
Matta, N., & Riskalla, R. (1987). ON THE STABILITY OF LARGE-SCALE INTERCONNECTED SYSTEMS. International Conference on Aerospace Sciences and Aviation Technology, 2(A.S.A.T. CONFERENCE 21-23 April 1987 , CAIRO), 943-953. doi: 10.21608/asat.1987.26191
MLA
Nagy Ragy Matta; Refat Boushra Riskalla. "ON THE STABILITY OF LARGE-SCALE INTERCONNECTED SYSTEMS", International Conference on Aerospace Sciences and Aviation Technology, 2, A.S.A.T. CONFERENCE 21-23 April 1987 , CAIRO, 1987, 943-953. doi: 10.21608/asat.1987.26191
HARVARD
Matta, N., Riskalla, R. (1987). 'ON THE STABILITY OF LARGE-SCALE INTERCONNECTED SYSTEMS', International Conference on Aerospace Sciences and Aviation Technology, 2(A.S.A.T. CONFERENCE 21-23 April 1987 , CAIRO), pp. 943-953. doi: 10.21608/asat.1987.26191
VANCOUVER
Matta, N., Riskalla, R. ON THE STABILITY OF LARGE-SCALE INTERCONNECTED SYSTEMS. International Conference on Aerospace Sciences and Aviation Technology, 1987; 2(A.S.A.T. CONFERENCE 21-23 April 1987 , CAIRO): 943-953. doi: 10.21608/asat.1987.26191
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