1.
LSRS Convergence Theorem of Mcshane Integral;
Mcshane积分的LSRS收敛定理
2.
The Convergence Theorems of Iteration Methods for Nonlinear Equations and Convergence Rate Estimate;
非线性方程迭代法的收敛定理及收敛率估计
3.
Matrix Convergent Theorems with Ideal Topology
理想拓扑下的矩阵收敛定理(英文)
4.
THE EQUICONVERGENCE THEOREM FOR BESSEL SERIES ON THE UNIT CIRCLE
圆周上的贝塞尔级数的等价收敛定理
5.
Some Convergence Theorems for Nonexpansive Mappings in Banach Spaces;
Banach空间中非扩张映象的几个收敛定理
6.
Shape-preserving and convergence properties of q-Stancu operator.
q-Stancu算子的保形性及收敛定理
7.
New Extension of LSRS Convergence Theorem of Mcshane Integral
Mcshane积分的LSRS收敛定理的新扩展
8.
A NewProof of Fixed- point Iteration Method of Convergence Theorem
不动点迭代法收敛定理的一个新证明
9.
On the Strong Convergence Theorems for Nonexpansive Semi-Groups in Hilbert Spaces
Hilbert空间中非扩张半群的强收敛定理
10.
Proof of the Function Seies Convergence Uniform Theorem and Necessary and Sufficient Condition in General Integral Convergent;
函数项级数一致收敛定理的证明和广义积分收敛的充要条件
11.
Monotone Convergence Theorems for the Integration of Function Sequence with respect to Weak Convergence Probability Measure Sequence
函数序列关于弱收敛概率测度序列积分的单调收敛定理
12.
Monotone Convergence Theorems for the Integration of Function Sequence with Respect to Almost Everywhere Weak Convergence Probability Measure Sequence
函数序列关于几乎处处弱收敛概率测度序列积分的单调收敛定理
13.
A fixed point existence theorem and a convergence theorem in convex metric spaces;
完备凸度量空间中不动点定理与收敛定理
14.
A Convergence Theorem for the Gauss-Seidel Iterative Method with the Preconditioner (I+S′);
预处理子为(I+S′)的Gauss-Seidel迭代法的收敛定理
15.
In this paper,we introduce the martingale convergence theorem and martingale hyperconvergence theorem for analyzing performances of identification methods and states their application ranges.
介绍了用于辨识方法性能研究的鞅收敛定理和鞅超收敛定理,阐述了其应用范围;
16.
representation theorem of lacunary statistical convergence and λ- statistical convergence
Lacunary统计收敛和λ-统计收敛的表示定理
17.
A judging theorem about function sequence uniformly convergent;
关于函数列一致收敛的一个判定定理
18.
Orlicz-Pettis Theorem and Operator Series Multiplier Convergent;
Orlicz-Pettis定理与算子级数乘数收敛