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1)  quasi-hyperbolic discounting
拟双曲贴现
1.
But modern experimental economics gradually accumulates a great deal of experimental evidence which shows that time preference is dynamically inconsistent and discounting rate is degressive along with time,these characteristics can be expressed as hyperbolic discounting or quasi-hyperbolic discounting.
随着现代实验经济学的发展,大量实验数据表明,人们进行经济决策时的时间偏好具有动态不一致属性,贴现率随时间递减,即双曲贴现和拟双曲贴现
2)  Hyperbolic discounting
双曲贴现
1.
But modern experimental economics gradually accumulates a great deal of experimental evidence which shows that time preference is dynamically inconsistent and discounting rate is degressive along with time,these characteristics can be expressed as hyperbolic discounting or quasi-hyperbolic discounting.
随着现代实验经济学的发展,大量实验数据表明,人们进行经济决策时的时间偏好具有动态不一致属性,贴现率随时间递减,即双曲贴现和拟双曲贴现
3)  hyperbolic discounting
双曲线贴现
4)  quasi hyperbolic
拟双曲型
1.
A class of semi linear quasi hyperbolic integral differential equations in visco elastic mechanics was studied.
研究一粘弹性力学半线性拟双曲型积分微分方程模型 ,将该积分微分方程转化为五阶偏微分方程 ,通过平衡最高阶导数项和最高次幂项的幂次数得到了方程的幂指数形式解 ,最后利用多项式恒等确定形式解的系数从而求出了原方程的两个精确行波
5)  quasi-hyperbolicity
拟双曲性
1.
The authors give a quick account for the theory of quasi-hyperbolicity and linear transversality,due independently to Ma e ′,Sacker-Sell,and Selgrade.
对Mane′、SackerSell、Selgrade的拟双曲性线性横截性理论做一整理,提供一种较简洁的处理方式。
6)  pseudohyperbolic [,(p)sju:dəhaipə'bɔlik]
拟双曲
1.
Blow up of solutions for nonlinear convolutional integrodifferential equations of pseudohyperbolic type;
非线性卷积拟双曲型积分微分方程解的Blow up
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