基本解释：逐项微分
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This article presents several methods in calculating the unlimited progression,such as,extention of power progression,sequential differential and sequential differential,Fourier progression and Euler constant.介绍了裂项相消法、利用已知的幂级数展式法、逐项微分与逐项积分法、傅立叶级数求和法和欧拉常数法这几种无穷级数的求和方法,这些方法为计算收敛数列极限提供了新的工具,使处理不同形式的极限具有更大的灵活性。
In this article, the relation between covergence region of power series and the new covergence region of power series resulted from termuise integration and termwise differentiation is briefly discussed.本文主要讨论了幂级数的收敛域与将幂级数逐项积分、逐项微分后所得的新的幂级数的收敛域之间的关系。
In this paper, the theorems of term-by-term integration have been studied further.本文进一步研究了函数项级数的逐项积分定理。
Some Improvement About Item-by-item Differential Theorem for Function Series;关于函数项级数逐项微分定理的改进
A Note on Term-by-term Differentiation Theorem of Function Series;关于函数级数逐项微分定理的一个注记
To Get the Digital Expectation and Variance of Random Variance by the Method of Termwise Differentiation;用逐项微分法求随机变量的数学期望与方差
NOTE ON THE THEOREMS OF TERM BY TERM INTEGRATION FOR FUNCTION SERIES;关于函数项级数逐项积分定理的注记
The Solution of n step even Linear Differential Equation that is a kind of can Change into Successive integral;逐次积分法解一类齐次线性微分方程
Stepwise Regression Analysis on the Technology and the Net Win Marks in the Volleyball Match排球比赛各项技术与净胜分的逐步回归分析
characteristic polynomial of a differential operator微分算子的特征多项式
Step by Step Point by point, or item by item following a list.逐步根据列表逐点、逐项地落实。
Conditions of Term by Term Integration Sequence of Integrable functions on Finite Interval;有限区间上广义可积函数列逐项积分的条件
A Condition of Term by Term Integration Sequence of Integrable Functions on Infinite Interval;无穷区间上可积函数列逐项积分的条件
Construction of Semi-Definite Polynomials and Acceleration of Successive Differential Substitution半正定多项式的构造与逐次差分代换的加速
Using Improved Successive Difference Substitution to Verify Positive Semi-definition Polynomials利用改进的逐次差分代换证明多项式正半定性
The gravitational mass is an embodiment of the inertial ones.从宏观到微观，逐渐认识了分子、子、子和质子等。
Asymptotically Almost Periodic Solutions for Differential Equations with Piecewise Constant Argument;具有逐段常变量微分方程的渐近概周期解
The application of successive derivation in non-homogeneous differential equation;逐次求导法在一类非齐次微分方程中的应用
The asymptotically almost periodic solution of two order differential equation with piecewise constant argument二阶含逐段常变量微分方程的渐近概周期解
Asymptotically Almost Periodic Solutions of Differential Equations with Piecewise Constant Argument带逐段常变量微分方程的渐近概周期解
Pseudo-ω-periodic solutions of second-order neutraldifferential equations with piecewise constant argument二阶中立型逐段常变量微分方程的伪ω周期解
