您的位置 首页 > 数码极客

mathematica如何激活码 mathematica怎么找激活码…

Mathematica软件介绍

Introduction to Mathematica Software

分享兴趣,传播快乐,增长见闻,留下美好。

亲爱的您,

这里是LearingYard学苑!

今天小编为大家带来Mathematica软件介绍,

欢迎您的用心访问!

本期推文阅读时长大约5分钟,请您耐心阅读。

Share interest, spread happiness,

increase knowledge, and leave beautiful.

Dear you ,

this is the LearingYard Academy!

Today, the editor brings you introduction to Mathematica Software,

welcome your visit!

This tweet usually takes about 5 minutes to read.

Please be patient and read.

Mathematica基本介绍

Basic introduction to Mathematica

Mathematica是一款科学计算软件,很好地结合了数值和符号计算引擎、图形系统、编程语言、文本系统、和与其他应用程序的高级连接。

Mathematica is a scientific computing software that nicely combines numerical and symbolic computing engines, graphics systems, programming languages, text systems, and advanced connectivity to other applications.

Mathematica的一些功能

some functions of Mathematica

  • 使用一行代码可显示的图形
  • 矩阵和数据操纵工具,包括对稀疏矩阵的处理
  • 2维和3维数据以及函数的可视化和动画工具
  • 求解方程组、常微分方程、偏微分方程、微分代数方程、时滞微分方程、递推关系式等等
  • 离散和连续微积分的数值和符号工具
  • 多变量统计程序库,包括支持100多种数据分布的数据拟合、假设检验、概率和期望的运算
  • 程序语言支持:过程式编程语言、函数式编程语言和面向对象的编程语言
  • 图像处理工具 ,包括图像识别
  • 提供用于图论中图的分析和可视化的工具
  • Graphics that can be displayed with one line of code
  • Matrix and data manipulation tools, including handling of sparse matrices
  • Visualization and animation tools for 2D and 3D data and functions
  • Solve equations, ordinary differential equations, partial differential equations, differential algebraic equations, delay differential equations, recurrence relations, etc.
  • Numerical and symbolic tools for discrete and continuous calculus
  • Multivariate statistical library, including data fitting, hypothesis testing, probability and expectation operations supporting more than 100 data distributions
  • Program language support: procedural programming languages, functional programming languages, and object-oriented programming languages
  • Image processing tools, including image recognition
  • Provide tools for analysis and visualization of graphs in graph theory

Mathematica基本知识

Basic knowledge of Mathematica

1

四个处理指令

Four processing instructions

  • Expand[expr]:将expr展开
  • Factor[expr]:将expr因式分解
  • Simplify[expr]:将expr化简成精简的式子
  • FullSimplify[expr]:Mathematica 会尝试更多的化简公式,将 expr化成更精简的式子
  • Expand[expr]:expands expr
  • Factor[expr]:factorize expr
  • Simplify[expr]:simplify expr into a simplified expression
  • FullSimplify[expr]:Mathematica will try more simplification formulas, reducing expr into a more simplified formula

2

多项式转换

polynomial transformation

  • ExpandAll[expr]:把算式全部展开
  • Together[expr]:将expr各项通分在并成一项
  • Apart[expr]:把分式拆开成数项分式的和
  • Apart[expr,var]:视var以外的变数为常数,将 expr拆成数项的和
  • Cancel[expr]:把分子和分母共同的因子消去
  • ExpandAll[expr]:expands all expressions
  • Together[expr]:combine all items of expr into one item
  • Apart[expr]:splits a fraction into a sum of fractions
  • Apart[expr,var]:treats variables other than var as constants, and splits expr into the sum of its terms
  • Cancel[expr]:removes the factors common to the numerator and denominator

3

转换函数

Conversion function

  • Collect[expr,x]:将expr表示成x的多项式,
  • 如Collect[expr,{x,y,…}]:将expr分别表示成 x,y,…的多项式
  • FactorTerms[expr]:将expr的数值因子提出,
  • 如 FactorTerms[expr,x]:将expr中把所有不包含x项的因子提出
  • FactorTerms[expr,{x,y,…}]:将expr中把所有不包含{x,y,...}项的因子提出
  • Collect[expr,x]:represents expr as a polynomial of x,
  • For example, Collect[expr,{x,y,…}] expresses expr as polynomials of x, y,…
  • FactorTerms[expr]:extracts the numerical factors of expr,
  • For example, FactorTerms[expr,x] will extract all factors in expr that do not contain x terms
  • FactorTerms[expr,{x,y,…}]:extract all factors in expr that do not contain {x,y,…} terms

4

四种括号

Four kinds of brackets

  • (term) 圆括号,括号内的term先计算
  • f[x] 方括号,内放函数的引数
  • {x,y,z} 大括号或串列括号,内放串列的元素
  • p[[i ]] 或 Part[p,i] 双方括号,p的第i项元素
  • p[[i,j]] 或 Part[p,i,j] p的第i项第j个元素
  • (term) parentheses, the term in the parentheses is calculated first
  • f[x] square brackets, the arguments of the function are placed inside
  • {x,y,z} curly brackets or list brackets, enclosing the elements of the list
  • p[[i ]] or Part[p,i] square brackets, i-th element of p
  • p[[i,j]] or Part[p,i,j] i-th item j-th element of p

5

缩短输出指令

Shorten output instructions

  • expr//Short:显示一行的计算结果
  • Short[expr,n]:显示n行的计算结果
  • Command;:执行command,但不列出结果
  • expr//Short:display the calculation result of a line
  • Short[expr,n]:displays the calculation result of n lines
  • Command;:execute command without listing results

今天的分享就到这里了。

如果您对今天的文章有独特的想法,

欢迎给我们留言,

让我们相约明天。

祝您今天过得开心快乐!

That's it for today's sharing.

If you have a unique idea about today’s article,

welcome to leave us a message,

let us meet tomorrow.

I wish you a happy day today!

参考资料:谷歌翻译、百度、CSDN

本文由LearningYard学苑原创,如有侵权请在后台留言!

文字|Zheng

排版|Zheng

审核|任务达人

责任编辑: 鲁达

1.内容基于多重复合算法人工智能语言模型创作,旨在以深度学习研究为目的传播信息知识,内容观点与本网站无关,反馈举报请
2.仅供读者参考,本网站未对该内容进行证实,对其原创性、真实性、完整性、及时性不作任何保证;
3.本站属于非营利性站点无毒无广告,请读者放心使用!

“mathematica如何激活码,mathematica怎么找激活码,Mathematica激活密钥,mathematica,激活码,如何用Mathematic”边界阅读