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R_fortran.html
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<!DOCTYPE html>
<html>
<head>
<meta http-equiv="Content-Type" content="text/html; charset=utf-8"/>
<title>+/- </title>
<!-- MathJax scripts -->
<script type="text/javascript" src="https://c328740.ssl.cf1.rackcdn.com/mathjax/2.0-latest/MathJax.js?config=TeX-AMS-MML_HTMLorMML">
</script>
<style type="text/css">
</style>
<meta name="viewport" content="width=device-width, initial-scale=1.0">
<!-- jQuery -->
<script src="https://cdnjs.cloudflare.com/ajax/libs/jquery/2.0.3/jquery.min.js"></script>
<script src="https://cdnjs.cloudflare.com/ajax/libs/jqueryui/1.10.3/jquery-ui.min.js"></script>
<!-- highlight.js -->
<link href="https://cdnjs.cloudflare.com/ajax/libs/highlight.js/7.3/styles/default.css" rel="stylesheet">
<script src="https://cdnjs.cloudflare.com/ajax/libs/highlight.js/7.3/highlight.min.js"></script>
<script src="https://yandex.st/highlightjs/7.3/languages/r.min.js"></script>
<!-- bootstrap -->
<link href=https://netdna.bootstrapcdn.com/bootstrap/3.0.0/css/bootstrap.min.css rel="stylesheet">
<script src="https://netdna.bootstrapcdn.com/bootstrap/3.0.0/js/bootstrap.min.js"></script>
<!-- Manific Popup -->
<script src="https://cdnjs.cloudflare.com/ajax/libs/magnific-popup.js/0.8.9/jquery.magnific-popup.min.js"></script>
<script defer="defer">
// Function to generate the dynamic table of contents
jQuery.fn.generate_TOC = function () {
var base = $(this[0]);
var selectors = ['h1', 'h2', 'h3', 'h4'];
var last_ptr = [{}, {}, {}, {}];
var anchors = {};
generate_anchor = function (text) {
var test = text.replace(/\W/g, '_');
while(test in anchors){
//if no suffix, add one
if(test.match(/_\d+$/) === null){
test = test + "_2";
}
//else generate unique id for duplicates by adding one to the suffix
else {
test = test.replace(/_(\d+)$/, function(match, number){ var num=+number+1; return("_" + num) });
}
}
anchors[test]=1;
return(test);
}
$(selectors.join(',')).each(function () {
var heading = $(this);
var idx = selectors.indexOf(heading.prop('tagName').toLowerCase());
var itr = 0;
while (itr <= idx) {
if (jQuery.isEmptyObject(last_ptr[itr])) {
last_ptr[itr] = $('<ul>').addClass('nav');
if (itr === 0) {
base.append(last_ptr[itr])
} else {
if(last_ptr[itr-1].children('li').length === 0){
last_ptr[itr-1].append(last_ptr[itr]);
}
else {
last_ptr[itr - 1].children('li').last().append(last_ptr[itr]);
}
}
}
itr++;
}
var anchor = generate_anchor(heading.text());
heading.attr('id', anchor);
var a = $('<a>')
.text(heading.text())
.attr('href', '#' + anchor);
var li = $('<li>')
.append(a);
last_ptr[idx].append(li);
for (i = idx + 1; i < last_ptr.length; i++) {
last_ptr[i] = {};
}
});
}
/* run scripts when document is ready */
$(function() {
"use strict";
var $window = $(window);
var $body = $(document.body);
document.title = $('h1').first().text();
/* size of thumbnails */
var thumbsize = "col-md-3";
var show_code = false ;
var show_output = true ;
var show_figure = true ;
/* included languages */
var languages = [];
/* Using render_html, so add in code block */
$('pre.knitr').each(function(){
$(this).removeClass('knitr');
if($(this).find('code').length < 1){
$(this).wrapInner('<code class=' + $(this).attr('class') + '></code>');
}
});
/* style tables */
$('table').addClass('table table-striped table-bordered table-hover table-condensed');
/* add toggle panel to rcode blocks */
$('div.source,div.output,div.message,div.warning,div.error').each(function() {
var button = $('<h5 class="panel-title">+/- </h5>');
if($(this).hasClass('source')){
var code_block = $(this).find('code');
var lang_type = code_block.attr('class');
button.text(button.text() + lang_type + ' Code');
button.addClass('source ' + lang_type);
languages[lang_type]=0;
code_block.each(function(i, e) {
hljs.highlightBlock(e);
});
$(this).addClass('panel panel-primary ' + lang_type);
}
else if($(this).hasClass('output')){
button.text(button.text() + 'Output');
button.addClass('output');
$(this).addClass('panel panel-success');
}
else if($(this).hasClass('message')){
button.text(button.text() + 'Message');
button.addClass('message');
$(this).addClass('panel panel-info');
}
else if($(this).hasClass('warning')){
button.text(button.text() + 'Warning');
button.addClass('warning');
$(this).addClass('panel panel-warning');
}
else if($(this).hasClass('error')){
button.text(button.text() + 'Error');
button.addClass('error');
$(this).addClass('panel panel-danger');
}
else {
//console.log($(this));
}
$(this).prepend($('<div class="panel-heading toggle" />').append(button));
});
/* give images a lightbox and thumbnail classes to allow lightbox and thumbnails TODO: make gallery if graphs are grouped */
$('div.rimage img').each(function(){
//remove rimage div
$(this).unwrap();
var a = $(this).
wrap('<a href=# class="media-object pull-left mfp-image thumbnail ' + thumbsize + '"></a>').
parent();
var sibs = a.prevUntil('div.rimage,div.media');
var div = $('<div class="media" />');
if(sibs.length != 0){
sibs.addClass('media-body');
//need to reverse order as prevUntil puts objects in the order it found them
$(sibs.get().reverse()).wrapAll(div).parent().prepend(a);
}
else {
a.wrap(div);
}
});
$('div.chunk').addClass('media');
$('.rcode > .panel').addClass('media');
/* Magnific Popup */
$(".thumbnail").each(function(){
$(this).magnificPopup({
disableOn: 768,
closeOnContentClick: true,
type: 'image',
items: {
src: $(this).find('img').attr('src'),
}
});
});
/* add bootstrap classes */
$('body').wrapInner('<div class="container"><div class="row"><div class="contents">');
var create_language_links = function(){
var text='';
var language;
for(language in languages){
if(languages.hasOwnProperty(language)){
text += '<li><a href=# class="toggle-global source ' + language + '" type="source.' + language + '">' + language + '</a></li>\n';
}
}
return text;
}
var navbar =
'<div class="navbar navbar-fixed-bottom navbar-inverse">\
<div class="container">\
<div class="navbar-header">\
<button type="button" class="navbar-toggle" data-toggle="collapse" data-target=".navbar-responsive-collapse">\
<span class="icon-bar"></span>\
<span class="icon-bar"></span>\
<span class="icon-bar"></span>\
</button>\
</div>\
<div id="bottom-navbar" class="navbar-collapse collapse navbar-responsive-collapse">\
<ul class="nav navbar-nav navbar-right">\
<li class="nav"><p class="navbar-text">Toggle</p></li>\
<li class="dropup">\
<a href="#" class="dropdown-toggle" data-toggle="dropdown">Code <b class="caret"></b></a>\
<ul class="dropdown-menu">\
<li class="dropdown-header">Languages</li>'
+ create_language_links() +
'<li><a href="#" type="all-source" class="toggle-global">All</a></li>\
</ul>\
</li>\
<li class="dropup">\
<a href="#" class="dropdown-toggle" data-toggle="dropdown">Output <b class="caret"></b></a>\
<ul class="dropdown-menu">\
<li class="dropdown-header">Type</li>\
<li><a href="#" type="output" class="toggle-global">Output</a></li>\
<li><a href="#" type="message" class="toggle-global">Message</a></li>\
<li><a href="#" type="warning" class="toggle-global">Warning</a></li>\
<li><a href="#" type="error" class="toggle-global">Error</a></li>\
<li><a href="#" type="all-output" class="toggle-global">All</a></li>\
</ul>\
</li>\
<li><a href="#" class="toggle-figure">Figures</a></li>\
</ul>\
</div><!-- /.nav-collapse -->\
</div><!-- /.container -->\
</div>';
/* add navbar */
$('.container').append(navbar);
/* onclick toggle next code block */
$('.toggle').click(function() {
$(this).next('pre').slideToggle();
return false;
});
// global toggles
$('.toggle-global').click(function(){
var type = $(this).attr('type');
if(type == 'all-source'){
for(var language in languages){
$('li a[type="source.' + language + '"]').click();
}
}
if(type == 'all-output'){
$('li a[type=output], li a[type=message], li a[type=warning], li a[type=error]').click();
}
else {
if($(this).closest('li').hasClass('active')){
$('div.' + type).children('pre').slideUp();
}
else {
$('div.' + type).children('pre').slideDown();
}
}
$(this).closest('li').toggleClass('active');
return false;
});
// global toggles figure, this is more complicated than just slideToggle because you have to hide the parent div as well
$('.toggle-figure').click(function(){
var imgs = $('.thumbnail img');
if(imgs.is(":visible")){
imgs.slideUp(400, function(){ $(this).parent().toggle(); });
}
else {
imgs.parent().show();
imgs.show();
}
$(this).closest('li').toggleClass('active');
return false;
});
/* add footer */
$('body').wrapInner('<div id="wrap" />');
$('#wrap').append('<div id="push" />');
var p = $('p:contains("Author:")');
var last_p = p.filter(':last');
last_p.addClass('text-muted').attr('id','credit');
last_p.append('<p>Styled with <a href="https://github.com/jimhester/knitrBootstrap">knitrBootstrap</a></p>');
last_p = last_p.wrap('<div id="footer"><div class="container">').parent().parent();
last_p.appendTo("body");
$('.container > .row').prepend('<div class="col-md-3"><div id="toc" class="well sidebar sidenav affix hidden-print"/></div>');
$('.contents').addClass('col-md-offset-3');
/* table of contents */
$('#toc').generate_TOC();
if(show_code){
/* toggle source buttons pressed */
$('a.toggle-global.source').closest('li').addClass('active');
}
else {
/* hide code blocks */
$('div.source pre').hide();
}
if(show_output){
/* toggle output buttons pressed */
$('li a[type=output], li a[type=message], li a[type=warning], li a[type=error], li a[type=all-output]').closest('li').addClass('active');
}
else {
/* hide output blocks */
$('div.output pre').hide();
}
if(show_figure){
/* toggle figure button pressed */
$('li a.toggle-figure').closest('li').addClass('active');
}
else {
/* hide figures */
$('.thumbnail').hide();
}
/* remove paragraphs with no content */
$('p:empty').remove();
$body.scrollspy({
target: '.sidebar',
});
//TODO refresh on show/hide
$window.on('load', function () {
$body.scrollspy('refresh');
})
});
</script>
<style>
/* Knitr_bootstrap styles */
#wrap .container-fluid {
padding: 0;
overflow: hidden;
}
.toggle{
text-transform: capitalize;
}
.toggle-global{
text-transform: capitalize;
}
/* Sticky footer styles */
* {
margin:0;
}
html,
body {
height: 100%;
padding:0 !important;
/* The html and body elements cannot have any padding or margin. */
/*overflow-x: hidden;*/
}
/* Wrapper for page content to push down footer */
#wrap {
min-height: 100%;
height: auto !important;
height: 100%;
/* Negative indent footer by it's height */
margin: 0 auto -120px;
}
/* Set the fixed height of the footer here */
#push,
#footer {
height: 120px;
}
#footer {
text-align: center;
}
/* Top level subheader elements. These are the first nested items underneath a header element. */
.header li {
font-size: 20px;
}
/* Makes the font smaller for all subheader elements. */
.sub-header li {
font-size: 12px;
}
button.thumbnails {
margin-left:0px;
}
/*
* Side navigation
*
* Scrollspy and affixed enhanced navigation to highlight sections and secondary
* sections of docs content.
*/
/* By default it's not affixed in mobile views, so undo that */
.sidebar.affix {
position: static;
}
/* First level of nav */
.sidenav {
margin-top: 30px;
margin-bottom: 30px;
padding-top: 10px;
padding-bottom: 10px;
border-radius: 5px;
}
/* All levels of nav */
.sidebar .nav > li > a {
display: block;
padding: 5px 20px;
}
.sidebar .nav > li > a:hover,
.sidebar .nav > li > a:focus {
text-decoration: none;
border-right: 1px solid;
}
.sidebar .nav > .active > a,
.sidebar .nav > .active:hover > a,
.sidebar .nav > .active:focus > a {
font-weight: bold;
background-color: transparent;
border-right: 1px solid;
}
/* Nav: second level (shown on .active) */
.sidebar .nav .nav {
display: none; /* Hide by default, but at >768px, show it */
margin-bottom: 8px;
}
.sidebar .nav .nav > li > a {
padding-top: 3px;
padding-bottom: 3px;
padding-left: 30px;
font-size: 90%;
}
.sidebar .nav .nav .nav > li > a {
padding-left: 40px;
}
.sidebar .nav .nav .nav .nav > li > a {
padding-left: 50px;
}
/* Show and affix the side nav when space allows it */
@media screen and (min-width: 992px) {
.sidebar .nav > .active > ul {
display: block;
}
/* Widen the fixed sidebar */
.sidebar.affix,
.sidebar.affix-bottom {
width: 213px;
}
.sidebar.affix-top,
.sidebar.affix {
position: fixed; /* Undo the static from mobile first approach */
top: 30px;
}
.sidebar.affix-bottom {
position: absolute; /* Undo the static from mobile first approach */
}
.sidebar.affix-bottom .sidenav,
.sidebar.affix .sidenav {
margin-top: 0;
margin-bottom: 0;
}
}
@media screen and (min-width: 1200px) {
/* Widen the fixed sidebar again */
.sidebar.affix-bottom,
.sidebar.affix {
width: 263px;
}
}
#toc {
padding: 10px 0px;
margin:0;
border:0;
}
.panel pre {
border-radius: 0;
border: 0;
margin: 0;
padding: 0;
}
.panel pre code {
border-radius: 0;
}
/* Magnific Popup CSS */
.mfp-bg {
top: 0;
left: 0;
width: 100%;
height: 100%;
z-index: 1042;
overflow: hidden;
position: fixed;
background: #0b0b0b;
opacity: 0.8;
filter: alpha(opacity=80); }
.mfp-wrap {
top: 0;
left: 0;
width: 100%;
height: 100%;
z-index: 1043;
position: fixed;
outline: none !important;
-webkit-backface-visibility: hidden; }
.mfp-container {
text-align: center;
position: absolute;
width: 100%;
height: 100%;
left: 0;
top: 0;
padding: 0 8px;
-webkit-box-sizing: border-box;
-moz-box-sizing: border-box;
box-sizing: border-box; }
.mfp-container:before {
content: '';
display: inline-block;
height: 100%;
vertical-align: middle; }
.mfp-align-top .mfp-container:before {
display: none; }
.mfp-content {
position: relative;
display: inline-block;
vertical-align: middle;
margin: 0 auto;
text-align: left;
z-index: 1045; }
.mfp-inline-holder .mfp-content,
.mfp-ajax-holder .mfp-content {
width: 100%;
cursor: auto; }
.mfp-ajax-cur {
cursor: progress; }
.mfp-zoom-out-cur,
.mfp-zoom-out-cur .mfp-image-holder .mfp-close {
cursor: -moz-zoom-out;
cursor: -webkit-zoom-out;
cursor: zoom-out; }
.mfp-zoom {
cursor: pointer;
cursor: -webkit-zoom-in;
cursor: -moz-zoom-in;
cursor: zoom-in; }
.mfp-auto-cursor .mfp-content {
cursor: auto; }
.mfp-close,
.mfp-arrow,
.mfp-preloader,
.mfp-counter {
-webkit-user-select: none;
-moz-user-select: none;
user-select: none; }
.mfp-loading.mfp-figure {
display: none; }
.mfp-hide {
display: none !important; }
.mfp-preloader {
color: #cccccc;
position: absolute;
top: 50%;
width: auto;
text-align: center;
margin-top: -0.8em;
left: 8px;
right: 8px;
z-index: 1044; }
.mfp-preloader a {
color: #cccccc; }
.mfp-preloader a:hover {
color: white; }
.mfp-s-ready .mfp-preloader {
display: none; }
.mfp-s-error .mfp-content {
display: none; }
button.mfp-close,
button.mfp-arrow {
overflow: visible;
cursor: pointer;
background: transparent;
border: 0;
-webkit-appearance: none;
display: block;
padding: 0;
z-index: 1046;
-webkit-box-shadow: none;
box-shadow: none; }
button::-moz-focus-inner {
padding: 0;
border: 0; }
.mfp-close {
width: 44px;
height: 44px;
line-height: 44px;
position: absolute;
right: 0;
top: 0;
text-decoration: none;
text-align: center;
opacity: 0.65;
padding: 0 0 18px 10px;
color: white;
font-style: normal;
font-size: 28px;
font-family: Arial, Baskerville, monospace; }
.mfp-close:hover, .mfp-close:focus {
opacity: 1; }
.mfp-close:active {
top: 1px; }
.mfp-close-btn-in .mfp-close {
color: #333333; }
.mfp-image-holder .mfp-close,
.mfp-iframe-holder .mfp-close {
color: white;
right: -6px;
text-align: right;
padding-right: 6px;
width: 100%; }
.mfp-counter {
position: absolute;
top: 0;
right: 0;
color: #cccccc;
font-size: 12px;
line-height: 18px; }
.mfp-arrow {
position: absolute;
opacity: 0.65;
margin: 0;
top: 50%;
margin-top: -55px;
padding: 0;
width: 90px;
height: 110px;
-webkit-tap-highlight-color: rgba(0, 0, 0, 0); }
.mfp-arrow:active {
margin-top: -54px; }
.mfp-arrow:hover,
.mfp-arrow:focus {
opacity: 1; }
.mfp-arrow:before, .mfp-arrow:after,
.mfp-arrow .mfp-b,
.mfp-arrow .mfp-a {
content: '';
display: block;
width: 0;
height: 0;
position: absolute;
left: 0;
top: 0;
margin-top: 35px;
margin-left: 35px;
border: medium inset transparent; }
.mfp-arrow:after,
.mfp-arrow .mfp-a {
border-top-width: 13px;
border-bottom-width: 13px;
top: 8px; }
.mfp-arrow:before,
.mfp-arrow .mfp-b {
border-top-width: 21px;
border-bottom-width: 21px; }
.mfp-arrow-left {
left: 0; }
.mfp-arrow-left:after,
.mfp-arrow-left .mfp-a {
border-right: 17px solid white;
margin-left: 31px; }
.mfp-arrow-left:before,
.mfp-arrow-left .mfp-b {
margin-left: 25px;
border-right: 27px solid #3f3f3f; }
.mfp-arrow-right {
right: 0; }
.mfp-arrow-right:after,
.mfp-arrow-right .mfp-a {
border-left: 17px solid white;
margin-left: 39px; }
.mfp-arrow-right:before,
.mfp-arrow-right .mfp-b {
border-left: 27px solid #3f3f3f; }
.mfp-iframe-holder {
padding-top: 40px;
padding-bottom: 40px; }
.mfp-iframe-holder .mfp-content {
line-height: 0;
width: 100%;
max-width: 900px; }
.mfp-iframe-scaler {
width: 100%;
height: 0;
overflow: hidden;
padding-top: 56.25%; }
.mfp-iframe-scaler iframe {
position: absolute;
display: block;
top: 0;
left: 0;
width: 100%;
height: 100%;
box-shadow: 0 0 8px rgba(0, 0, 0, 0.6);
background: black; }
.mfp-iframe-holder .mfp-close {
top: -40px; }
/* Main image in popup */
img.mfp-img {
width: auto;
max-width: 100%;
height: auto;
display: block;
line-height: 0;
-webkit-box-sizing: border-box;
-moz-box-sizing: border-box;
box-sizing: border-box;
padding: 40px 0 40px;
margin: 0 auto; }
/* The shadow behind the image */
.mfp-figure:after {
content: '';
position: absolute;
left: 0;
top: 40px;
bottom: 40px;
display: block;
right: 0;
width: auto;
height: auto;
z-index: -1;
box-shadow: 0 0 8px rgba(0, 0, 0, 0.6);
background: #444444; }
.mfp-figure {
line-height: 0; }
.mfp-bottom-bar {
margin-top: -36px;
position: absolute;
top: 100%;
left: 0;
width: 100%;
cursor: auto; }
.mfp-title {
text-align: left;
line-height: 18px;
color: #f3f3f3;
word-wrap: break-word;
padding-right: 36px; }
.mfp-figure small {
color: #bdbdbd;
display: block;
font-size: 12px;
line-height: 14px; }
.mfp-image-holder .mfp-content {
max-width: 100%; }
.mfp-gallery .mfp-image-holder .mfp-figure {
cursor: pointer; }
@media screen and (max-width: 800px) and (orientation: landscape), screen and (max-height: 300px) {
/**
* Remove all paddings around the image on small screen
*/
.mfp-img-mobile .mfp-image-holder {
padding-left: 0;
padding-right: 0; }
.mfp-img-mobile img.mfp-img {
padding: 0; }
/* The shadow behind the image */
.mfp-img-mobile .mfp-figure:after {
top: 0;
bottom: 0; }
.mfp-img-mobile .mfp-bottom-bar {
background: rgba(0, 0, 0, 0.6);
bottom: 0;
margin: 0;
top: auto;
padding: 3px 5px;
position: fixed;
-webkit-box-sizing: border-box;
-moz-box-sizing: border-box;
box-sizing: border-box; }
.mfp-img-mobile .mfp-bottom-bar:empty {
padding: 0; }
.mfp-img-mobile .mfp-counter {
right: 5px;
top: 3px; }
.mfp-img-mobile .mfp-close {
top: 0;
right: 0;
width: 35px;
height: 35px;
line-height: 35px;
background: rgba(0, 0, 0, 0.6);
position: fixed;
text-align: center;
padding: 0; }
.mfp-img-mobile .mfp-figure small {
display: inline;
margin-left: 5px; } }
@media all and (max-width: 900px) {
.mfp-arrow {
-webkit-transform: scale(0.75);
transform: scale(0.75); }
.mfp-arrow-left {
-webkit-transform-origin: 0;
transform-origin: 0; }
.mfp-arrow-right {
-webkit-transform-origin: 100%;
transform-origin: 100%; }
.mfp-container {
padding-left: 6px;
padding-right: 6px; } }
.mfp-ie7 .mfp-img {
padding: 0; }
.mfp-ie7 .mfp-bottom-bar {
width: 600px;
left: 50%;
margin-left: -300px;
margin-top: 5px;
padding-bottom: 5px; }
.mfp-ie7 .mfp-container {
padding: 0; }
.mfp-ie7 .mfp-content {
padding-top: 44px; }
.mfp-ie7 .mfp-close {
top: 0;
right: 0;
padding-top: 0; }
//Magnific overrides
.mfp-image img{
background: white;
}
.mfp-figure:after {
background: white;
}
</style>
</head>
<body>
<h1>R Extension Test Note for Windows</h1>
<p>Weicheng Zhu</p>
<h1>Fortran Compiler and Usage</h1>
<h2><code>MinGW</code> Installation</h2>
<blockquote>
<p>A contraction of "Minimalist GNU for Windows", is a minimalist development environment for native Microsoft Windows applications.</p>
</blockquote>
<ul>
<li><p><code>MinGW</code>: <a href="http://www.mingw.org/">http://www.mingw.org/</a></p>
<ul>
<li>Provides a complete Open Source programming tool set which is suitable for the development of native MS-Windows applications, and which do not depend on any 3rd-party C-Runtime DLLs.</li>
<li>A port of the GNU Compiler Collection (GCC), including C, C++, ADA and Fortran compilers;</li>
<li>...</li>
</ul></li>
<li><p>Download: <a href="http://sourceforge.net/projects/mingw/files/latest/download?source=files">http://sourceforge.net/projects/mingw/files/latest/download?source=files</a></p></li>
<li><p>Install: check to install Fortran GNU Compiler</p></li>
</ul>
<p><img src="data:image/png;base64,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" alt="gfortran compiler"/></p>
<ul>
<li>Set System PATH</li>
</ul>
<p><img 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" alt="system path"/></p>
<ul>
<li>Confirm: in windows CMD command line, <code>where</code> is the equivalent of <code>which</code> in Linux.
As shown in the following figure, there are two <code>gfortran</code> executable file in my system path, the first one will be used by default.</li>
</ul>
<p><img 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" alt="cmd where"/></p>
<h2><code>gfortran</code> Usage</h2>
<ul>
<li>The GNU Fortran Compiler: <a href="http://gcc.gnu.org/onlinedocs/gfortran/">http://gcc.gnu.org/onlinedocs/gfortran/</a></li>
<li>Getting started with gfortran: <a href="http://gcc.gnu.org/wiki/GFortranGettingStarted">http://gcc.gnu.org/wiki/GFortranGettingStarted</a></li>
<li>Example1
<ul>
<li>Compile one file. This program is used to calculate the area of a triangle given side lengths.</li>
<li>Source location: <code>gfortran/tri-area.f90</code>, from: <a href="http://www.cs.mtu.edu/%7Eshene/COURSES/cs201/NOTES/chap06/area-2.html">http://www.cs.mtu.edu/~shene/COURSES/cs201/NOTES/chap06/area-2.html</a></li>
</ul></li>
</ul>
<div class="chunk" id="unnamed-chunk-1"><div class="rcode"><div class="source"><pre class="knitr r">## The simplest way, default output is `a.exe`
gfortran tri-area.f90
## -o: specify the output name