记数制

词组短语

numeral system

与记数制相关的网络例句 [注：此内容来源于网络，仅供参考]

In the Babylonian system the symbols for 1 and 10 were basic.

在巴比伦记数制中，代表1和10的记号是基本记号。

Departing from basic concepts of cardinal numbers and their numbering orders, the paper differentiated and analyzed some concepts easy to be confused related to binary system, pointing out that the introduced concepts of ordinals played an important role in the development of modern mathematics.

本文从数及其记数法的基本概念出发，辨析了与二进位制相关的几个容易混淆的概念，指出序数概念的引入在近代数学中有重要意义，作为邵雍数学学派的数学基础，先天易是数学史上第一个专门定义的序数体系，该序数体系在数学史上率先采用了二进位制记数法

Departing from basic concepts of cardinal numbers and their numbering orders, the paper differentiated and analyzed some concepts easy to be confused related to binary system, pointing out that the introduced concepts of ordinals played an important role in the development of modern mathematics. As the foundation of SHAO Yong's mathematics, the primordial Yi , in the history of mathematics, exhibits the first specially defined ordinal system, in which the binary numbering method was used at the first time.

本文从自然数及其记数法的基本概念出发，辨析了与二进位制相关的几个容易混淆的概念，指出序数概念的引入在近代数学发展中有重要意义，作为邵雍数学学派的数学基础，先天易是数学史上第一个专门定义的序数体系，该序数体系在数学史上率先采用了二进位制记数法。

Departing from basic concepts of cardinal numbers and their numbering orders, the paper differentiated and analyzed some concepts easy to be confused related to binary system, pointing out that the introduced concepts of ordinals played an important role in the development of modern mathematics. As the foundation of SHAO Yongs mathematics, the primordial Yi, in the history of mathematics, exhibits the first specially defined ordinal system, in which the binary numbering method was used at the first time.

本文从自然数及其记数法的基本概念出发，辨析了与二进位制相关的几个容易混淆的概念，指出序数概念的引入在近代数学发展中有重要意义，作为邵雍数学学派的数学基础，先天易是数学史上第一个专门定义的序数体系，该序数体系在数学史上率先采用了二进位制记数法。

O9Z6J?Kd Abstract: Departing from basic concepts of cardinal numbers and their numbering orders, the paper differentiated and analyzed some concepts easy to be confused related to binary system, pointing out that the introduced concepts of ordinals played an important role in the development of modern mathematics.

本文从自然数及其记数法的基本概念出发，辨析了与二进位制相关的几个容易混淆的概念，指出序数概念的引入在近代数学发展中有重要意义，作为邵雍数学学派的数学基础，先天易是数学史上第一个专门定义的序数体系，该序数体系在数学史上率先采用了二进位制记数法。

In this thesis, we will mainly do research on the novel scheme for Digital image Steganography, Digital Image Secret Transmission in network and the development of the information hiding device for application. The main contributions of this thesis are as following: The novel conversion method for mapping image to complex number is proposed, and the plus, minus, multiply and complex conjugate operation of image are defined based on Positional number systems and complex number system. Following new results have been gotten: 1 The suitable complex number basis to be used to express integers is a big set. 2 Any image can be mapping into a one-to-one point. 3 Lots of image processing problem can be considered based on geometric theory.

在本论文中，研究工作集中在数字图像伪装算法的新模型、图像在网络中的加密传输的新方案和信息伪装设备的研发等三个方面，主要包括：基于位值制记数法和复数系理论，提出利用复数作为基底的数字图像新的表示方法，用复数运算定义了图像和图像间的"加"、"减"、"乘"、"共轭"等运算关系；得到理论结果： 1、能表示任何整数的复数基是很大的一个集合。2、任何一幅图像，都能和复平面上的一个点一一对应。3、可以将图像问题化归为平面几何问题处理。4、复数系下的图像表示适合用于信息伪装。

Scientific to decimal, hex or scientific notation.

科学为十进制，十六进制或科学记数。

In a representation of a number expressed in a radix numeration system, the location of the separation of the characters associated with the integral part from those associated with the fractional part.

在按基数记数制所表示的数码中指定的位置，它把数的整数部分和小数部分的有关字符分开。

A keyboard hav in g in put to a microprocessor in hexadecimal notation.

可以十六进制记数法向微处理器输入的一种键盘。

Expression of binary numeral s in a system of positional notation in which each successive digit position is weighted by a factor of two times the weight of the prior position.

使用按位记数制的二进制数表达式，其中每个后续数位的权为前一个数位的权乘2。

与记数制相关的网络解释 [注：此内容来源于网络，仅供参考]

adecimal number system：十六进制记数制

**adecimal notation 十六进制表示法 | **adecimal number system 十六进制记数制 | **odecimal notation 十六进制记数法

binary coded decimal system：二 十进记数制

binary coded decimal representation 二 十进表示 | binary coded decimal system 二 十进记数制 | binary coded digit 二进编码数字

biquinary notation：二-五进制记数法,二五混合进位制计数法,二五混合进制记数法,二五进制记数法

biquinary coded decimal number 二-五进制编码的十进制... | biquinary notation 二-五进制记数法,二五混合进位制计数法,二五混合进制记数法,二五进制记数法 | biquinary number 二-五进制数,二五混合进制...

hexadecimal number：十六进制数

hexadecimal notation 十六进制记数法 | hexadecimal number 十六进制数 | hexadecimal number system 十六进制记数制

number system：数制

10、base: 基数 一特定记数制(number system)中不同数位的个数. 十进制记数法(decimal notation)的基数为十,二进制记数法(binary notation)的基数为2,八进制记数法(octal notation)的基数为8,十六进制记数法(hexadecimal notation)的基数为16.

hexadecimal number system：十六进制记数制

hexadecimal number 十六进制数 | hexadecimal number system 十六进制记数制 | hexadecimal system 十六进制

sexadecimal number system：十六进制记数制

sexadecimal notation 十六进制表示法 | sexadecimal number system 十六进制记数制 | sexodecimal notation 十六进制记数法

notation positional notation：按位记数法

notation method 表現法, The phasor method is nothing but a notation method | notation positional notation 按位记数法 | notation system 记数系统,记数制=>記数法,表記方法

number representation：记数法,数字表示法

号码记录器 number recorder | 记数法,数字表示法 number representation | 记数制,数字系统 number representation system

ternary notation：三进制,三进制记数法

ternary multiplication 三进制乘法 | ternary notation 三进制,三进制记数法 | ternary number 三进制数