岡山大学環境理工学部研究報告 ISSN 2187-6940
Published by Faculty of Environmental Science and Technology, Okayama University

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感染症数理モデルの安定性解析

Murase, Akiko
Abstract
Dynamics of infectious disease in vivo is described by coupled differential equations. Stability analysis of the complicated systems is difficult without computer calculation, while stability analysis is, in general, important to investigate qualitative behaviour of models. Liu analyzes stability of systems describing HIV dynamics in vivo with a symbolic calculation software. The same method is used for stability analysis of a mathematical model of malaria.
Keywords
mathematical model
infectious disease
dynamics in vivo
stability analysis
symbolic calculation
ISSN
1341-9099
NCID
AN10529213