canonical morphism

基本解释典范态射

网络释义

1)canonical morphism,典范态射2)canonical map,典范映射3)canonical surjection,典范满射4)canonical injection,典范内射5)Pluricanonical maps,多典范映射6)Pluricanonical map,多重典范映射

用法和例句

The Generic Finiteness of the m-canonical Map for 3-folds of General Type;

一般型三维代数簇上的m-典范映射的一般有限性

Map vision/scope to current computing environment

将构想/范围映射到当前数据处理环境

The Properties of Matroid Operator、Matroid Mapping and Matroid Category;

拟阵算子、拟阵映射及拟阵范畴的性质

Research on Tone Mapping for High Dynamic Range Images

高动态范围图像的色调映射算法研究

Normal form map for grazing-sliding bifurcations in n-dimensional Filippov systems

Grazing-sliding分叉的非连续映射的规范型

The reurrent points of continuous self-maps on a normed space

关于赋范空间上连续自映射的回归点

Automatic Mapping Algorithm from Structural Case Bases to OWL Ontology

结构化范例库向OWL本体自动映射算法

You need a dictionary that maps each key to multiple values.

你需要一个映射每个键到多个值的字典。

A Normal Method for Mapping Montgomery Algorithm into a Systolic Array

蒙哥马利算法到脉动阵列的规范映射方法

The Gauge Symmetry in Noncommutative Field Theory and Seiberg-Witten Map;

非对易空间场的规范对称性和Seiberg-Witten映射

Mapping Schema to Relations and Normalization Design;

从XML模式到关系模式的映射与规范化设计

Tone Mapping for High Dynamic Range Image Using a Probabilistic Model

基于概率模型的高动态范围图像色调映射

4.Examples: three examples given in this article---Servo-principle, Bernard cells, Logisticreflection

(4)范例:本文列举三个范例(役使原理,贝纳德元胞,离散映射)。

&Keystroke mapping:

键盘映射(&K):

the other class of the categories is that whose morphisms are the functions preserving directed sups but whose objects are different.

另一类是以保定向并映射为态射而对象不同的范畴.

A normal method is introduced for mapping the algorithm into a systolic array.

该文介绍蒙哥马利算法到脉动阵列的映射过程,阐述了从算法到脉动阵列的规范映射方法。

In terms of the metric regularity and two kinds ofderivatives of multifunctions, a summary is given forerror bounds for convexmultifunctions in normed spaces.

通过度量正则性和多值映射的2种导数概述了赋范空间上凸多值映射的误差界.

Iterative Approximations of Fixed Points for Uniformly L-Lipschitz Mappings in Normed Linear Spaces

赋范线性空间中一致L-Lipschitz映射的不动点迭代逼近

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