Jin Jun. On the Stability of the Solution to a Gonorrhea Discrete Mathematical Model[J]. Applied Mathematics and Mechanics, 1994, 15(6): 513-518.
Citation:
Jin Jun. On the Stability of the Solution to a Gonorrhea Discrete Mathematical Model[J]. Applied Mathematics and Mechanics, 1994, 15(6): 513-518.
Jin Jun. On the Stability of the Solution to a Gonorrhea Discrete Mathematical Model[J]. Applied Mathematics and Mechanics, 1994, 15(6): 513-518.
Citation:
Jin Jun. On the Stability of the Solution to a Gonorrhea Discrete Mathematical Model[J]. Applied Mathematics and Mechanics, 1994, 15(6): 513-518.
On the Stability of the Solution to a Gonorrhea Discrete Mathematical Model
Received Date: 1993-03-29
Publish Date:
1994-06-15
Abstract
In this paper, the author studies the stability of the solutioa to a three dimensional gonorrhea discrete mathematical model by Liapunov method.The parameter estimator of the stability domain is obtained and the rationality of the model is explained in a theoretic way.
References
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Lasalle,J.P.,《动力系统{匀稳定性》,廖晓听等译.华中工学院出版社(1983).Timothy,L.K.aad B.E.Bona,State Space Analysis,an Instroduction,New York,McGrow-Hill(1968),303-313.
[2]
Gaatmacher,F,R.,The Theory of Matrices,Vol.2,New York,Chelsea(1959).
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