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P.when('DynamicIframe').execute(function(DynamicIframe){
var BookDescriptionIframe = null,
bookDescEncodedData = '%3C%21doctype%20html%20public%20%22-%2F%2Fw3c%2F%2Fdtd%20html%204.0%20transitional%2F%2Fen%3Chead%3E%3Cmeta%20http-equiv%3Dcontent-type%20content%3D%22text%2Fhtml%3B%20charset%3Diso-8859-1%3Cmeta%20content%3D%22mshtml%206.00.6000.17107%22%20This%20textbook%20on%20numerics%2Fscientific%20computing%20has%20developed%20into%20a%20classic%20in%20the%20German-speaking%20countries.%20It%20deals%20with%20the%20basics%20of%20the%20numerics%20of%20linear%20and%20non-linear%20equation%20systems%2C%20interpolation%20and%20approximation%2C%20integration%20as%20well%20as%20eigenvalue%20problems.%20The%20fourth%20edition%20was%20supplemented%20by%20a%20section%20on%20higher-dimensional%20Monte%20Carlo%20methods.%20The%20only%20basic%20knowledge%20assumed%20is%20of%20analysis%20and%20linear%20algebra.',
bookDescriptionAvailableHeight,
minBookDescriptionInitialHeight = 112,
options = {},
iframeId = 'bookDesc_iframe'; function resizeCallback() { P.guardFatal('bookDescription', function() { // Get the line-height of the iframe var iframe = document.getElementById(iframeId); var iframeDocument = iframe.contentDocument; if (false && iframeDocument && iframeDocument.defaultView) { // Set the height to the number of lines specified var numLines = parseInt(0, 10); // Get the line-height of the iframe var iframeContent = iframeDocument.getElementById('iframeContent'); // Compute the line height var lineHeight = iframeDocument.defaultView.getComputedStyle(iframeContent, null).getPropertyValue('line-height'); // Parse the line height lineHeight = parseFloat(lineHeight); bookDescriptionAvailableHeight = Math.round(lineHeight * numLines); } else { var bdOffsetTop = document.getElementById('bookDescription_feature_div').offsetTop; var imageBlockOffsetTop = document.getElementById('booksImageBlock_feature_div').offsetTop; var imageBlockHeight = document.getElementById('booksImageBlock_feature_div').offsetHeight; bookDescriptionAvailableHeight = imageBlockOffsetTop + imageBlockHeight -bdOffsetTop - 30; if(bookDescriptionAvailableHeight bookDescriptionAvailableHeight + 30){ if(document.getElementById('bdSeeLessPrompt').style.display == 'none'){ document.getElementById('outer_postBodyPS').style.height = bookDescriptionAvailableHeight + 'px'; document.getElementById('psPlaceHolder').style.display ='block'; document.getElementById('bdSeeAllPrompt').style.display ='block'; } else{ document.getElementById('outer_postBodyPS').style.height = psTotalHeight + 'px'; } } else{ document.getElementById('outer_postBodyPS').style.height = psTotalHeight + 'px'; document.getElementById('psPlaceHolder').style.display ='none'; document.getElementById('bdSeeAllPrompt').style.display ='block'; document.getElementById('bdSeeLessPrompt').style.display ='none'; document.getElementById('bdExpanderIcon').className = document.getElementById('bdExpanderIcon').className.replace('rotate',''); } })(); } options.iframeId = iframeId; options.iframeWrapperId = 'bookDesc_iframe_wrapper';
options.overriddenCSSId = 'bookDesc_override_CSS';
options.encodedIframeContent = bookDescEncodedData;
options.initialResizeCallback = resizeCallback;
BookDescriptionIframe = new DynamicIframe(options);
P.guardFatal('bookDescription', function() {
BookDescriptionIframe.createIframe();
}) ();
if ((typeof BookDescriptionIframe != 'undefined') && (BookDescriptionIframe instanceof DynamicIframe)) {
P.when('jQuery').execute(function($) {
$(window).resize(function() {
P.guardFatal('bookDescription', function() {
BookDescriptionIframe.resizeIframe(resizeCallback);
}) ();
});
$(window).bind('imageResize', function() {
P.guardFatal('bookDescription', function() {
BookDescriptionIframe.resizeIframe(resizeCallback);
}) ();
});
});
}});"
Thursday, October 4, 2018
[PDF] Download Numerische Mathematik: Eine algorithmisch orientierte Einführung (De Gruyter Lehrbuch) Kostenlos
[PDF] Download Numerische Mathematik: Eine algorithmisch orientierte Einführung (De Gruyter Lehrbuch) Kostenlos
"Mehr lesen
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P.when('DynamicIframe').execute(function(DynamicIframe){
var BookDescriptionIframe = null,
bookDescEncodedData = '%3C%21doctype%20html%20public%20%22-%2F%2Fw3c%2F%2Fdtd%20html%204.0%20transitional%2F%2Fen%3Chead%3E%3Cmeta%20http-equiv%3Dcontent-type%20content%3D%22text%2Fhtml%3B%20charset%3Diso-8859-1%3Cmeta%20content%3D%22mshtml%206.00.6000.17107%22%20This%20textbook%20on%20numerics%2Fscientific%20computing%20has%20developed%20into%20a%20classic%20in%20the%20German-speaking%20countries.%20It%20deals%20with%20the%20basics%20of%20the%20numerics%20of%20linear%20and%20non-linear%20equation%20systems%2C%20interpolation%20and%20approximation%2C%20integration%20as%20well%20as%20eigenvalue%20problems.%20The%20fourth%20edition%20was%20supplemented%20by%20a%20section%20on%20higher-dimensional%20Monte%20Carlo%20methods.%20The%20only%20basic%20knowledge%20assumed%20is%20of%20analysis%20and%20linear%20algebra.',
bookDescriptionAvailableHeight,
minBookDescriptionInitialHeight = 112,
options = {},
iframeId = 'bookDesc_iframe'; function resizeCallback() { P.guardFatal('bookDescription', function() { // Get the line-height of the iframe var iframe = document.getElementById(iframeId); var iframeDocument = iframe.contentDocument; if (false && iframeDocument && iframeDocument.defaultView) { // Set the height to the number of lines specified var numLines = parseInt(0, 10); // Get the line-height of the iframe var iframeContent = iframeDocument.getElementById('iframeContent'); // Compute the line height var lineHeight = iframeDocument.defaultView.getComputedStyle(iframeContent, null).getPropertyValue('line-height'); // Parse the line height lineHeight = parseFloat(lineHeight); bookDescriptionAvailableHeight = Math.round(lineHeight * numLines); } else { var bdOffsetTop = document.getElementById('bookDescription_feature_div').offsetTop; var imageBlockOffsetTop = document.getElementById('booksImageBlock_feature_div').offsetTop; var imageBlockHeight = document.getElementById('booksImageBlock_feature_div').offsetHeight; bookDescriptionAvailableHeight = imageBlockOffsetTop + imageBlockHeight -bdOffsetTop - 30; if(bookDescriptionAvailableHeight bookDescriptionAvailableHeight + 30){ if(document.getElementById('bdSeeLessPrompt').style.display == 'none'){ document.getElementById('outer_postBodyPS').style.height = bookDescriptionAvailableHeight + 'px'; document.getElementById('psPlaceHolder').style.display ='block'; document.getElementById('bdSeeAllPrompt').style.display ='block'; } else{ document.getElementById('outer_postBodyPS').style.height = psTotalHeight + 'px'; } } else{ document.getElementById('outer_postBodyPS').style.height = psTotalHeight + 'px'; document.getElementById('psPlaceHolder').style.display ='none'; document.getElementById('bdSeeAllPrompt').style.display ='block'; document.getElementById('bdSeeLessPrompt').style.display ='none'; document.getElementById('bdExpanderIcon').className = document.getElementById('bdExpanderIcon').className.replace('rotate',''); } })(); } options.iframeId = iframeId; options.iframeWrapperId = 'bookDesc_iframe_wrapper';
options.overriddenCSSId = 'bookDesc_override_CSS';
options.encodedIframeContent = bookDescEncodedData;
options.initialResizeCallback = resizeCallback;
BookDescriptionIframe = new DynamicIframe(options);
P.guardFatal('bookDescription', function() {
BookDescriptionIframe.createIframe();
}) ();
if ((typeof BookDescriptionIframe != 'undefined') && (BookDescriptionIframe instanceof DynamicIframe)) {
P.when('jQuery').execute(function($) {
$(window).resize(function() {
P.guardFatal('bookDescription', function() {
BookDescriptionIframe.resizeIframe(resizeCallback);
}) ();
});
$(window).bind('imageResize', function() {
P.guardFatal('bookDescription', function() {
BookDescriptionIframe.resizeIframe(resizeCallback);
}) ();
});
});
}});"
"Mehr lesen
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P.when('DynamicIframe').execute(function(DynamicIframe){
var BookDescriptionIframe = null,
bookDescEncodedData = '%3C%21doctype%20html%20public%20%22-%2F%2Fw3c%2F%2Fdtd%20html%204.0%20transitional%2F%2Fen%3Chead%3E%3Cmeta%20http-equiv%3Dcontent-type%20content%3D%22text%2Fhtml%3B%20charset%3Diso-8859-1%3Cmeta%20content%3D%22mshtml%206.00.6000.17107%22%20This%20textbook%20on%20numerics%2Fscientific%20computing%20has%20developed%20into%20a%20classic%20in%20the%20German-speaking%20countries.%20It%20deals%20with%20the%20basics%20of%20the%20numerics%20of%20linear%20and%20non-linear%20equation%20systems%2C%20interpolation%20and%20approximation%2C%20integration%20as%20well%20as%20eigenvalue%20problems.%20The%20fourth%20edition%20was%20supplemented%20by%20a%20section%20on%20higher-dimensional%20Monte%20Carlo%20methods.%20The%20only%20basic%20knowledge%20assumed%20is%20of%20analysis%20and%20linear%20algebra.',
bookDescriptionAvailableHeight,
minBookDescriptionInitialHeight = 112,
options = {},
iframeId = 'bookDesc_iframe'; function resizeCallback() { P.guardFatal('bookDescription', function() { // Get the line-height of the iframe var iframe = document.getElementById(iframeId); var iframeDocument = iframe.contentDocument; if (false && iframeDocument && iframeDocument.defaultView) { // Set the height to the number of lines specified var numLines = parseInt(0, 10); // Get the line-height of the iframe var iframeContent = iframeDocument.getElementById('iframeContent'); // Compute the line height var lineHeight = iframeDocument.defaultView.getComputedStyle(iframeContent, null).getPropertyValue('line-height'); // Parse the line height lineHeight = parseFloat(lineHeight); bookDescriptionAvailableHeight = Math.round(lineHeight * numLines); } else { var bdOffsetTop = document.getElementById('bookDescription_feature_div').offsetTop; var imageBlockOffsetTop = document.getElementById('booksImageBlock_feature_div').offsetTop; var imageBlockHeight = document.getElementById('booksImageBlock_feature_div').offsetHeight; bookDescriptionAvailableHeight = imageBlockOffsetTop + imageBlockHeight -bdOffsetTop - 30; if(bookDescriptionAvailableHeight bookDescriptionAvailableHeight + 30){ if(document.getElementById('bdSeeLessPrompt').style.display == 'none'){ document.getElementById('outer_postBodyPS').style.height = bookDescriptionAvailableHeight + 'px'; document.getElementById('psPlaceHolder').style.display ='block'; document.getElementById('bdSeeAllPrompt').style.display ='block'; } else{ document.getElementById('outer_postBodyPS').style.height = psTotalHeight + 'px'; } } else{ document.getElementById('outer_postBodyPS').style.height = psTotalHeight + 'px'; document.getElementById('psPlaceHolder').style.display ='none'; document.getElementById('bdSeeAllPrompt').style.display ='block'; document.getElementById('bdSeeLessPrompt').style.display ='none'; document.getElementById('bdExpanderIcon').className = document.getElementById('bdExpanderIcon').className.replace('rotate',''); } })(); } options.iframeId = iframeId; options.iframeWrapperId = 'bookDesc_iframe_wrapper';
options.overriddenCSSId = 'bookDesc_override_CSS';
options.encodedIframeContent = bookDescEncodedData;
options.initialResizeCallback = resizeCallback;
BookDescriptionIframe = new DynamicIframe(options);
P.guardFatal('bookDescription', function() {
BookDescriptionIframe.createIframe();
}) ();
if ((typeof BookDescriptionIframe != 'undefined') && (BookDescriptionIframe instanceof DynamicIframe)) {
P.when('jQuery').execute(function($) {
$(window).resize(function() {
P.guardFatal('bookDescription', function() {
BookDescriptionIframe.resizeIframe(resizeCallback);
}) ();
});
$(window).bind('imageResize', function() {
P.guardFatal('bookDescription', function() {
BookDescriptionIframe.resizeIframe(resizeCallback);
}) ();
});
});
}});"
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