PENYELESAIAN SISTEM PERSAMAAN DIFERENSIAL LINIER MELALUI DIAGONALISASI MATRIKS

Edy Sarwo Agus Wibowo, Yuni Yulida, Thresye Thresye

Abstract



This paper discusses the application of matrix diagonalization to determine the general solution of a system of first order homogeneous linear differential equations. Furthermore, if the matrix of the system is not diagonalizable then the solution is determined through the fundamental matrix.

Keywords


differential equation system, diagonalization matrix, fundamental matrix

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References


Anton, Howard. 1987. Aljabar Linier Elementer Edisi Kelima. Erlangga. Jakarta

Anton, Howard. 2004. Aljabar Linier Elementer Edisi Kedelapan. Erlangga. Jakarta

Farlow, S. J. 1994. Differential Equations and Their Applications. Dover Publications. United States of America.

Paul, Watman. 2004. A Second Course in Elementary Differential Equation. Dover PUBN Incorporated.

Perko, Lawrence. 1991. Differential Equation and Dynamical System. Springer-Verlag. Berlin.

Ross, S. L. 1984. Differential Equation-Third Edition. Jhon Wiley & Sons, Inc. New York.




DOI: https://doi.org/10.20527/epsilon.v7i2.95

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