ON THE STABILITY OF THE SOLUTION TO A GONORRHEA DISCRETE MATHEMATICAL MODEL

Applied Mathematics and Mechanics (English Edition) ›› 1994, Vol. 15 ›› Issue (6): 545-550.

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ON THE STABILITY OF THE SOLUTION TO A GONORRHEA DISCRETE MATHEMATICAL MODEL

Jin Jun

Shanghai Teachers University, Shanghai

Received:1993-03-29 Online:1994-06-18 Published:1994-06-18
Supported by:
Projcet suppurted by the Shunghui Nartural Screnees Foundation

Abstract

Abstract: In this paper, the author studies the stability of the solution to a three-dimension-al gonorrhea discrete mathematical model by Liapunoy method. The parameter es-timator of the slability domain is obtained and the rationality of the model is ex-plained in a theoretic way.

Key words: slender, topology, structure stability, bifurcation, unfolding, gonorrhea, discrete mathematical model, parameter estimator, stability domain

Jin Jun. ON THE STABILITY OF THE SOLUTION TO A GONORRHEA DISCRETE MATHEMATICAL MODEL. Applied Mathematics and Mechanics (English Edition), 1994, 15(6): 545-550.

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ON THE STABILITY OF THE SOLUTION TO A GONORRHEA DISCRETE MATHEMATICAL MODEL

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