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[图书类] [PDF] [] Mathematica 导航 第3版[PDF][驴链]-->原名: Mathematica Navigator: Mathematics, Statistics and Graphics 作者: Ruskeepaa 图书分类: 科技 资源格式: PDF 版本: 第3版 出版社: Ruskeepaa 书号: 0123741645 发行时间: 2009年 地区: 美国 语言: 英文 简介: Mathematica 导航, 第三版, 随书光盘由驴友kenji156 提供,特此致谢! 内容介绍: 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。很多功能在相应领域内处于世界领先地位,截至2009年,它也是为止使用最广泛的数学软件之一。Mathematica 的发布标志着现代科技计算的开始。自从20世纪60年代以来,在数值、代数、图形、和其它方面应用广泛,Mathematica 是世界上通用计算系统中最强大的系统。自从1988发布以来,它已经对如何在科技和其它领域运用计算机产生了深刻的影响。 内容截图: 目录: Preface xi 1 Starting1 1.1 What Is Mathematica 2 1.2 First Calculations6 1.3 Important Conventions12 1.4 Getting Help15 1.5 Editing22 2 Sightseeing25 2.1 Graphics26 2.2 Expressions31 2.3 Mathematics40 3 Notebooks51 3.1 Working with Notebooks52 3.2 Editing Notebooks59 3.3 Inputs and Outputs70 3.4 Writing Mathematical Documents78 4 Files93 4.1 Loading Packages94 4.2 Exporting and Importing100 4.3 Saving for Other Purposes109 4.4 Managing Time and Memory112 5 Graphics for Functions115 5.1 Basic Plots for 2D Functions116 5.2 Other Plots for 2D Functions132 5.3 Plots for 3D Functions139 5.4 Plots for 4D Functions147 6 Graphics Primitives151 6.1 Introduction to Graphics Primitives152 6.2 Primitives and Directives155 7 Graphics Options179 7.1 Introduction to Options180 7.2 Options for Form, Ranges, and Fonts 7.3 Options for Axes, Frames, and Primiti 7.4 Options for the Curve203 7.5 Options for Surface Plots210 7.6 Options for Contour and Density Plot 8 Graphics for Data231 8.1 Basic Plots232 8.2 Scatter Plots249 8.3 Bar Charts253 8.4 Other Plots260 8.5 Graph Plots267 8.6 Plots for 3D Data275 9 Data283 9.1 Chemical and Physical Data284 9.2 Geographical and Financial Data293 9.3 Mathematical and Other Data300 10 Manipulations315 10.1 Basic Manipulation316 10.2 Advanced Manipulation338 11 Dynamics357 11.1 Views and Animations357 11.2 Advanced Dynamics369 12 Numbers395 12.1 Introduction to Numbers396 12.2 Real Numbers403 12.3 Options of Numerical Routines409 13 Expressions413 13.1 Basic Techniques414 13.2 Manipulating Expressions419 13.3 Manipulating Special Expressions4 13.4 Mathematical Functions435 14 Lists443 14.1 Basic List Manipulation444 14.2 Advanced List Manipulation459 15 Tables 4670 15.1 Basic Tabulating 467 15.2 Advanced Tabulating 470 16 Patterns 4910 16.1 Patterns 491 16.2 String Patterns 505 17 Functions 5110 17.1 User-Defined Functions 512 17.2 More about Functions 523 17.3 Contexts and Packages 531 18 Programs 5410 18.1 Simple Programming 542 18.2 Procedural Programming 553 18.3 Functional Programming 568 18.4 Rule-Based Programming 584 18.5 Recursive Programming 596 19 Differential Calculus 6150 19.1 Derivatives 615 19.2 Taylor Series 624 19.3 Limits 630 20 Integral Calculus 6330 20.1 Integration 634 20.2 Numerical Quadrature 644 20.3 Sums and Products 666 20.4 Transforms 670 21 Matrices 6770 21.1 Vectors 677 21.2 Matrices 686 22 Equations 709 22.1 Linear Equations 710 22.2 Polynomial and Radical Equations 716 22.3 Transcendental Equations 730 23 Optimization 7410 23.1 Global Optimization 743 23.2 Linear Optimization 753 23.3 Local Optimization 759 23.4 Classical Optimization 768 23.5 Special Topics 777 24 Interpolation 24.1 Usual Inte 24.2 Piecewise 24.3 Splines8 24.4 Interpolat 25 Approximati 25.1 Approxim 25.2 Approxim 26 Differential E 26.1 Symbolic 26.2 More abou 26.3 Numerica 26.4 More abou 27 Partial Differ 27.1 Symbolic 27.2 Series Solu 27.3 Numerica 28 Difference E 28.1 Solving D 28.2 The Logis 28.3 More abou 29 Probability 29.1 Random N 29.2 Discrete P 29.3 Continuou 29.4 Stochastic 30 Statistics1 30.1 Descriptiv 30.2 Frequenci 30.3 Confidenc 30.4 Hypothes 30.5 Regression 30.6 Smoothing 30.7 Bayesian S References106 Index1067 ed2k://|file|Mathematica.Navigator%2C.Mathematics%2C.Statistics.and.Graphics%2C.Ruskeepaa%2C.3ed%2C.AP%2C.2009.pdf|19571811|d2f36154f3f1e8001783e9b8d0042097|h=mcihs7krghtedz3msq7kjnr4yyofcqo4|/ ed2k://|file|Solving.Nonlinear.Partial.Differential.Equations.With.Maple.And.Mathematica%2C.Shingareva%2C.Lizarraga-Celaya%2C.Springer%2C.2011.pdf|7861925|c0c40ad3d5a1d84ed28ce765ac88dfa0|h=zkuvke7647qxkqqr5xckcdk7zruhvqyy|/ ed2k://|file|Quantum.methods.with.Mathematica%2C.J..M..Feagin%2C.Springer%2C.1994.djvu|3550404|980498877a3420b09e805d0bc8fec315|h=jyudhkf57motwfgiiraqedixibx4ziya|/ ed2k://|file|Quantum.Methods.with.Mathematica%2C.Disk.Packages..0-387-95365-5_Feagin.zip|121918|28ba8afedd5a1ddefef9f3605be5d875|h=5alv2qvzsmp7goi7sueo527ix4leyfuy|/ ed2k://|file|Mathematica.Navigator%2C.Mathematics%2C.Statistics.and.Graphics%2C.Ruskeepaa%2C.3ed%2C.AP%2C.2009%2C.CD.rar|58479354|fa2a5124fd30f6d1f7a9c1b06ee2f562|h=oofl57dmdwa5v7qgfmxsbhg5rvmlv6fi|/ ed2k://|file|The.Cinderella.2.Manual.Working.with.The.Interactive.Geometry.Software%2C.Richter-Gebert%2C.Kortenkamp%2C.Springer%2C.2012.pdf|30694472|19101c420322e1b112442c9f62e31777|h=v5gyypofzsgyz4azoe2glr3il7v4bckl|/ ed2k://|file|%E7%B2%BE%E9%80%9Amatlab.R2011a.%E9%9A%8F%E4%B9%A6%E5%85%89%E7%9B%98%2C.%E5%BC%A0%E5%BF%97%E6%B6%8C.rar|17263043|38adfca76aaace8462cd2bd7ca4994e3|h=e3xuamn2mvezk4f7pgel7foihkk7jrgo|/ ed2k://|file|Numerical.and.Analytical.Methods.for.Scientists.and.Engineers%2C.Using.Mathematica%2C.Dubin%2C.Wiley%2C.2003.pdf|4723335|eb0064470e4319910f63229ad97dc5d7|h=bnlusuutfkcey3ylynshwbzmq7ubt3bv|/ ed2k://|file|Mathematica..A.Problem-Centered.Approach%2C.Hazrat%2C.Springer%2C.2010.pdf|3628922|f96a5cbc23fac93262dde0e3a493d641|h=6vxkhllhfp7q6lbl5apnucshg6hbulqr|/ ed2k://|file|Mathematica.by.Example%2C.4ed%2C.Abell%2C.Braselton%2C.AP%2C.2009.pdf|13699418|43dcaa298a1984ce7c5ed5b9c2775598|h=3kzy5yrgv2ktklfr4vdbwkzleytrpyv4|/ ed2k://|file|The.Mathematica.GuideBook.for.Symbolics%2C.Michael.Trott%2C.Springer%2C.2006.djvu|20642852|aeb3ec74e40ffe44d574295fb3245380|h=hzmbbbnqke5bviceyxqb3ie5hjwql2lg|/
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