1) theory of proper fraction
真分数理论
1.
Applied theory of proper fraction and subject reaction, measure quality of objectiveexandnation questions and compare the theory of two kinds.
应用真分数理论和题目反应理论分别对客观性试题质量进行了测量，并把两种理论加以比较，获得了一些有益的结果。
2) CTS theory
传统真分数计算理论
1.
Focused on measurement models on reliability, this paper attempts to make probe into the three well known models (CTS theory, G theory and IR theory) developed by Lyle F.
Bachman提出的三种影响较大的信度衡量理论 :传统真分数计算理论 (CTS理论 )、综合归纳理论 (G理论 )和项目反应理论 (IR理论 ) ,并在此基础上对其优、缺点进行分
3) bifurcation theory
[数]分叉理论
4) simulative data and theoretical calculation data
仿真数据和理论数据
5) truth of mathematics theory
数学理论的真理性
6) rational proper fraction function
有理真分式函数
1.
The indefinite integral formula of rational proper fraction function is worked out by utilizing the relation between derivation and indefinite integral, and indefinite integral is calculated by using derivative.
本文利用求导与不定积分的关系,得出了有理真分式函数不定积分公式,并利用导数计算其不定积分。
补充资料：真分数
值小于1的分数。
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