1) fractional derivative
分数次导数
1.
The author proves Besov-type characterisations for the Bloch spaces involving fractional derivative.
证明了Bloch函数在分数次导数意义下具有Besov型特征,并将它推广到B(B_n)。
2) successive derivatives
逐次导数
1.
This paper presents and proves the theorem about application of the Fa bruno formula in calculating successive derivatives of some functions.
给出了Fa dibruno公式在函数逐次求导上的应用定理并给出了证明 ,同时应用此定理给出了一些抽象复合函数的逐次导数 ,并利用Stirling数对结果进行简化。
3) times derivative
次导数
4) fractional derivative
分数导数
1.
Analysis on forced vibration of two degrees of viscoelastic damping system described by fractional derivative model;
简谐荷载作用下分数导数型粘弹性两自由度阻尼系统受迫振动分析
2.
Dynamic FE equation and its numerical solution of fractional derivative viscoelastic damper;
分数导数型粘弹性阻尼器的动力学有限元方程及数值解
3.
Mechanical Properties of Viscoelastic Materials Modeled by Fractional Derivative and Application Study on Suppressing Vibration of Structure;
分数导数型粘弹性材料的力学行为及在结构减振中的应用研究
5) fractional calculus
分数导数
1.
Some damping proprieties of the fractional calculus model for viscoelastic materials;
分数导数型黏弹性材料的一些阻尼特性
2.
This paper discusses the dynamic properties of viscoelastic materials modeled by fractional calculus constitutive model.
运用分数代数及本构理论 ,讨论了具有分数代数Maxwell本构关系的粘弹性材料的储能柔量、耗散柔量、耗散率、内摩擦角等参量随频率的变化规律 ,分析了具有分数导数Maxwell本构关系的粘弹性材料的一些阻尼特性。
3.
To address the stress strain relation, a power polynomial of strain was used to describe the nonlinear elasticity of the material, while a fractional calculus was used to reflect the linear viscoelasticity of the foam.
采用多项式函数与分数导数模型分别描述泡沫塑料的非线性弹性与线性粘弹性,推导该模型在恒速加卸载工况下响应的表达式。
6) graded algebra
分次代数
1.
Relationship between solvable polynomial algebra and its two kinds of graded algebra under order filtration;
可解多项式代数与它在阶滤子下两种分次代数的关系
2.
An application of Groebner basis in graded algebras;
Groebner基在分次代数中的应用
3.
Some homological properties of connected graded algebras are generalized to more general graded algebras.
将前人关于连通分次代数的一些结论推广到零阶部分为Artin半单环的正分次代数上。
补充资料：连分数的渐近分数
连分数的渐近分数
convergent of a continued fraction
连分数的渐近分数l阴ve吧e时ofa阴‘毗d五，比.;n侧卫xp口.坦”八卯6‘] 见连分数(con tinued fraction).
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