Compaq Visual Fortran 6.5 精简版.rar

NAG Fortran Libraries Release year : 1997 (MARK 18) Developer : Numerical Algorithms Group Vista compatibility : complete System requirements : Any Fortran compiler Interface language : English only Tabletka : Not required Description : The largest collection of numerical algorithms that are commercially available Generated by experts from the NAG Fortran Library has a worldwide reputation, and, with over 1,600 fully documented and proven source codes, it is the largest collection of mathematical and statistical algorithms available. Library Content The key numerical and statistical abilities of the FORTRAN Library are listed below. Numerical * Optimization, and Local and Global * Linear, quadratic, integer and nonlinear programming and the least squares problem * Ordinary and partial differential equations * Solving dense, connected and rare linear equations and eigenvalue problems * Solving linear and nonlinear least squares problems * Interpolation curve and surfactant * Special functions * Numerical integration and integral equations * roots of nonlinear equations (including polynomials) * Wavelet transform Cm statistically * Generate random numbers * Simple calculations of statistical data * Analysis of correlation and regression * Multidimensional methods * Variance analysis * Analysis of the time series * Non-parametric statistics SOURCES OF EXAMPLES here: http://rutracker.org/forum/viewtopic.php?t=2875066

一个很好的教程，清晰明了的介绍了一些基本的格式及其原理。

fortran常用算法程序集-徐士良 很经典的书

Intersection程序说明 该程序是应聘同豪土木工程咨询公司时出的一个小题目。 该程序使用Fortran编制，用于判断由空间四点表示的两直线是否相交,若相交则求出交点. 输入说明: 输入文件名为input.txt; 其中数据分别为:确定直线1所需两点坐标(x1,y1,z1),(x2,y2,z2); 确定直线2所需两点坐标(x3,y3,z3),(x4,y4,z4). 输出说明: 分别输出至屏幕及文件; 输出文件名为output.txt; 输出读入的四点坐标,以检查数据; 输出两直线向量及参数方程; 输出两直线的空间相对位置(共面或异面); 若共面,输出两直线的平面相对位置(重合、平行或相交); 若相交,输出交点坐标. 步骤: 1.判断是否共面 2.若共面，判断平行、重合还是相交 3.若相交，求交点

资源是西安交大陶院士数值传热学课程所涉及到的非稳态椭圆传热方程的simpler算法代码。

著名的SWAT模型的fortran源代码，欢迎下载。

FORTRAN算法程序汇编第二分册，包含了常用工程数值算法的说明及FORTRAN原程序代码。

简单易用适合数值计算，是一个小型兼容性好的小程序。

Microsoft Fortran PowerStation 4.0a SN=525-1234567 Fortran F90