定义了拟域上的矩阵，并用以描述半线性空间之间的变换。
The transformations on semi-linear spaces, the matrices defined on quasi-domains and the relationship between them are investigated.
沿袭用锥模型来逼近原问题的思路，本文主要研究锥模型拟牛顿信赖域方法的参数选择、收敛性和数值实现。
In this paper, we mainly discuss the modified quasi-Newton trust region methods based on a conic model (TRCM method) and prove their convergence properties.
本文作者研究拟凸域上的-方程解关于参数的解析依赖性。
In this article we study the analyticity dependence on the parameter of solutions to the equation on pseudoconvex domains.
通过对可行域定义新的拟锥条件，给出相应同伦方程，并证明此同伦算法在此拟锥条件下具有全局收敛性。
We defined the new quasi-cone condition, established the homotopy equation and proved the global convergence of this homotopy method.
目的：探讨BH3结构域拟似物BH3I-2'诱导白血病细胞发生凋亡的潜在机制，为其临床应用提供理论依据。
Objective: To explore the potential mechanisms of BH3 mimic analogue BH3I-2'-induced apoptosis in leukemic cells and to offer evidence for clinical application of the anti-cancer drugs.
本文在第二章中研究了有限域上单生成元的拟循环码。
In the second chapter of this paper, we discuss the 1-generator quasi-cyclic over finite filed IF_q.
本文在第二章中研究了有限域上单生成元的拟循环码。
In the second chapter of this paper, we discuss the 1-generator quasi-cyclic over finite filed IF_q.
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