Visualization in Mathematica reaches a new level in Version 6.0. All the plotting operations, including function and data oriented, have being reimplemented from the ground up to take advantage of areas such as symbolics, numerics, geometric constructions, adaptive meshes, and spatial data structures....
这一篇文章会介绍关于在mathematica中函数的定义,以及在python中函数的定义的一些使用方式。 从这一篇开始,我可能会换一种方式来讲,因为我发现现在在mathematica的官方网站上已经有中文版的入门指南了,所以在这里我就不需要翻译了。 但是既然开了这个系列,那我还是想要把这个系列更新完毕的,所以我决定后面的文章会稍微调...
Bringing together Mathematica's powerful capabilities in numerics, algebraic computation and now also geometric computation, Version 6.0 took the state of the art for function visualization to a new level\[LongDash]with ubiquitous adaptivity, region- and
高等数学Mathematica实验题——1.2-29.反函数的求解及图形绘制 (Inverse Function Generation),程序员大本营,技术文章内容聚合第一站。
Mathematica代码 Needs["CCompilerDriver`"] lib = CCompilerDriver`CreateLibrary["#include \"WolframLibrary.h\" #include \"WolframCompileLibrary.h\" template<typename T> void selection_sort(T* a, int low, int high) { \tint min; for (int i = low; i <= high; i++) { \tmin = i; ...
5. Mathematica内置的Sort 一、背景 一直到13.0版本,FunctionCompile编译递归函数效果都很差。这次看看13.1对递归函数的支持怎样 二、先上结果 测试的算法是快排。 第一幅图中输入变量是Range[10000]//Reverse//N,第二幅图中输入变量是长度10000的随机数组。
Ch. 3 in Finite Operator Calculus (Ed. G.-C. Rota). New York: Academic Press, pp. 83-134, 1975.Germundsson, R. "Mathematica Version 4." Mathematica J. 7, 497-524, 2000.Graham, R. L.; Knuth, D. E.; and Patashnik, O. Concrete Mathematics: A Foundation for Computer Science, ...
高等数学Mathematica实验题——1.2-28.分段函数的复合函数的求解及图形绘制(Composition of Piecewise Function),程序员大本营,技术文章内容聚合第一站。
Book2022, Mathematica by Example (Sixth Edition) Martha L. Abell, James P. Braselton Explore book Log[x] computes lnx. lnx and ex are inverse functions (lnex=x and elnx=x), and Mathematica uses these properties when simplifying expressions involving these functions. ...
Wagon, S. Mathematica in Action. New York: W. H. Freeman, 1991.Wiener, N. §19 et seq. in The Fourier Integral and Certain of Its Applications. New York: Dover, 1951.Wolfram Research. "The Riemann Zeta Function on the Critical Line Plotted by Mathematica." 1995. http://mathworld....