抽象空间中传染病模型的非线性积分方程的整体解

THE GLOBAL SOLUTIONS OF NONLINEAR INTEGRAL EQUATIONS OF SOME INFECTIOUS DISEASES'MATHEMATICAL MODEL IN BANACH SPACES

非线性积分方程是描述某些传染病蔓延的数学模型．本文利用局部凸空间理论讨论该方程在抽象空间中整体解的存在性，最大解与最小解，以及整体解的渐近行为．

Nonlinear integral equationis a mathematical model on which some infectious diseases spread. By using the theory of locally convex space author considers the existence and the behaviour of its solutions,maximal solutions and minimal solutions.