cyeliclink(age)

基本解释环(内)键

网络释义

1)cyeliclink(age),环(内)键2)cyclic link ,cyclic linkage; cyclic bond,环内键3)cyclic,环4)cycle,环5)loop,环6)rings,环7)IF ring,IF环8)IF-rings,IF-环9)*-ring,*-环10)ring,环

用法和例句

Effects of circulating hormones, cell cation transport and cyclic nucleotides on left ventricular hypertrophy in essential hypertension;

循环激素、细胞阳离子转运和环核苷酸在原发性高血压左室肥厚中的作用

Role of cyclic nucleotides in the acute hypoxic responses of hypoxic subcultured porcine pulmonary arterial smooth muscle and endothelial cells;

连代低氧培养肺动脉平滑肌及内皮细胞的急性低氧反应中环核苷酸的作用

Aim To investigate the roles of hemodynamics,cellular cation transport and cyclic nucleotides in left ventricular hypertrophy (LVH) of essential hypertension (EH) .

目的 探讨血流动力学、细胞阳离子转运和环核苷酸在高血压左心室肥厚 (LVH)发生中的作用。

Analysis of Density Evolution on Cycled Factor Graph;

基于有环因子图的密度进化理论分析

Algebraic Construction of Low-Density Parity-Check Codes without Short Cycles;

不含小环的低密度校验码的代数构造方法

Research of XML-Cycle Based on DTD;

基于DTD的XML环的研究

The exploration of linear distribution models on RDB loop;

RDB环线性分布模型探索

Fast selection and automatic identification of two-dimensional loop;

二维环的快速选取与自动识别

Invariant Radicals of Rings under Isomorphism of Multiplicative Semigroup of Rings;

在环的乘法半群的同构下根的不变性

It also characterized IF rings,Von Neumann regular rings and PIP rings by means of F-injectivemodules and F-injective rings.

并用它们刻划了IF环、Von Neu-mann正则环及左PIP环。

In chapter one, we provide some basic known definitions and important conclusions of projective modules, IF rings and semi-simple rings, and so on, which are needed in the paper.

在第一章中我们给出了本文所需用的一些基本定义,以及给出了有关投射模、IF环和半单环等的一些重要已知结论。

Secondly,they apply the nature of H-finitely generated to characterize Von Neumann regular rings,semi-simple rings and generalize some known results of IF-rings.

然后利用H-有限生成模的性质刻划了Von Neumann正则环、半单环并推广了IF-环的一些已知结果。

Problems of "pushdown" and "pullback" on a commutative ring;

交换环上的“下降”问题和“上升”问题

Compatibility of an ordering of higher level with a valuation pair for a commutative ring;

交换环上高层序与赋值对的相容性

A commutativity theorem for Jacobson semi-simple rings;

Jacobson半单纯环的一个交换性定理

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