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NumericalRecipesInFortran77-90-SourceCode
- 著名的Numerical Recipes in XXX图书的Fortran版本。 如果你是从事科学计算相关的研究或是工程项目，其中肯定涉及到具体的数学算法的细节，如：排序、矩阵运算、接各种方程组等，本书中提供的程序代码可以帮你从细节中摆脱出来，专心于算法的整体实现。 本文档收录的是书中配套的程序。-famous Numerical Recipes in the book XXX Fortran version. If you are engaged in scientific compu
Numerical Recipes in Fortran 90
- 分类中没有! 是Fortran 的源码,来源于国外!-classification, no! Yes Fortran source code, from abroad!
fpcNumLib
- Delphi math library. include numerical recipes codes, examples.
matrice
- Delphi math library. include numerical recipes codes, examples.MAtrices.
matrixncomplex
- Delphi math library. include numerical recipes codes, examples.Matrices. complex numbers.
N_recipes
- numerical recipes in C source codes
NumericalRecipes
- Numerical Recipes 之程序列表说明
nr
- 《数值分析方法库》(Numerical Recipes)PDF
Numerical Recipes Source_C2.02
- < C语言数值算法程序大全>>配套程序-lt; Lt; C-language algorithm procedures Daquan gt; Gt; Supporting procedures
Numerical Recipes Source- C
- [C数值算法].(美国)William.H．Press.源代码
recipe.rar
- 计算数学与数据结构等C语言程序,如样条,FFT,矩阵计算,插值,拟合,Numerical Recipes Source- C2.02
Numerical_Recipes_in_C_2nd_1992
- Numerical Recipes in C
nrc_ch2
- numerical recipes textbook chapter 2
nrc_ch3
- numerical recipes textbook chapter 3
nrc_ch4
- numerical recipes textbook chapter 4
nrc_ch5
- numerical recipes textbook chapter 5
tbe
- Numerical.Recipes.3rd.Edition.2007 源码-Numerical.Recipes.3rd.Edition.2007
Finance.Using.C.and.C.Sharp
- Computational Finance Using C and C# 使用 C 和 C# 計算財務 -Computational Finance Using C and C# “Think of Baxter and Rennie, add the pricing models from Wilmott and, to illustrate each model, Levy’s own Numerical Recipes in C and C#. Levy’s boo
integra_PR3C.c.tar
- Integration of the circular restricted three-body problem with burlish stoer routine. Using Numerical recipes in C (routines mmid, bsstep, odeint and pzextr
fft
- Program FFT.FOR This FORTRAN program calculates the fast Fourier transform of a timeseries (real and/or complex) or the inverse Fourier transform of spectral components (real and/or complex). The FFT is based on the algorithm given in Nu