1) final form
最终形态
2) ultimate states
最终状态
1.
By means of theory of differential equation,the ultimate states of the susceptible and the infective are obtained,and the varying tendency of the number of the infective and the corresponding threshold condition are found.
在一定的假设下,建立了一类离散的SIR传染病模型,借助差分方程理论,分析得到易感者和染病者的最终状态,并发现染病者数量的变化规律及相应的阈值条件。
2.
By using the difference equation the-ory and inequality property,the ultimate states of the susceptible,the infective,and the removed are obtained,and the varying tendency of the number of the infective and the corresponding thresh-old condition are investigated.
利用差分方程理论和不等式性质,分析得到易感者、染病者以及恢复者的最终状态,发现染病者数量的变化规律及阈值条件,并与相应的连续时间模型进行了比较。
3) final carriage
最终姿态
4) terminal states
终态形貌
5) nonfinal state
非最终状态
6) set of final states
最终状态集
补充资料：最终
1.最后。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条