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				<div style="text-align:left;margin-bottom:20px;">  		</div><span itemprop="name" class="title">Numerische Mathematik 1<br></span><span class="subtitle">Stationäre Probleme. Eine Einführung anhand von Differentialgleichungsproblemen<br></span><p>Autoren:<br><span itemprop="author" class="author"><b>Walter Zulehner</b></span></p><p>Verlag:<br><b itemprop="publisher">Springer Basel AG</b>&nbsp;&nbsp;<a onclick="SearchPublEnt(282)" href="#">Weitere Titel dieses Verlages anzeigen</a></p>		
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<span class="notbold">Erschienen: </span>Dezember 2007<br><span class="notbold">Seiten: </span>150<br><span class="notbold">Sprache: </span>Deutsch<br><span class="notbold">Preis: </span>18.90 €<br>
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						<div class="right-td"><span class="notbold">Ma&szlig;e: </span>242x165x12<br><span class="notbold">Einband: </span>Taschenbuch<br><span class="notbold">Reihe: </span>Mathematik kompakt<br><span class="notbold">ISBN: </span>9783764384265			</div>
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						<h1><a href="_9783764384265_inhalt.html">Inhaltsverzeichnis</a></h1>
						<p><table border="0" style="width: 100%; text-align: left;" class="htmltd"><tbody><tr><td colspan="7" style="line-height: 4px; font-size: 4px;" class="htmltd"> </td></tr><tr><td colspan="7" style="padding-bottom: 10px; font-weight: bold; text-align: left;" class="htmltd">Inhaltsverzeichnis</td></tr><tr><td colspan="7" style="line-height: 4px; font-size: 4px;" class="htmltd"> </td></tr><tr><td colspan="6" style="vertical-align: top; font-weight: bold;" class="htmltd">Vorwort</td><td style="text-align: right; font-weight: bold;" class="htmltd">vi</td></tr><tr><td colspan="7" style="line-height: 4px; font-size: 4px;" class="htmltd"> </td></tr><tr><td colspan="6" style="vertical-align: top; font-weight: bold;" class="htmltd">Einleitung</td><td style="vertical-align: top; text-align: right; font-weight: bold;" class="htmltd">1</td></tr><tr><td colspan="7" style="line-height: 4px; font-size: 4px;" class="htmltd"> </td></tr><tr><td style="vertical-align: top; font-weight: bold;" class="htmltd">1</td><td colspan="5" style="vertical-align: top; font-weight: bold;" class="htmltd">Ein
erstes
Beispiel
einer
Variationsformulierung</td><td style="vertical-align: top; text-align: right; font-weight: bold;" class="htmltd">7</td></tr><tr><td colspan="7" style="line-height: 4px; font-size: 4px;" class="htmltd"> </td></tr><tr><td style="vertical-align: top; font-weight: bold;" class="htmltd">2</td><td colspan="5" style="vertical-align: top; font-weight: bold;" class="htmltd">Der
Satz
von
Lax-Milgram</td><td style="vertical-align: top; text-align: right; font-weight: bold;" class="htmltd">19</td></tr><tr><td colspan="7" style="line-height: 4px; font-size: 4px;" class="htmltd"> </td></tr><tr><td style="vertical-align: top; font-weight: bold;" class="htmltd">3</td><td colspan="5" style="vertical-align: top; font-weight: bold;" class="htmltd">Die
Galerkin-Methode</td><td style="vertical-align: top; text-align: right; font-weight: bold;" class="htmltd">35</td></tr><tr><td class="htmltd"> </td><td style="vertical-align: top;" class="htmltd">4.1</td><td colspan="4" style="vertical-align: top;" class="htmltd">Ein
Beispiel
einer
Finite-Elemente-Methode</td><td style="vertical-align: top; text-align: right;" class="htmltd">36</td></tr><tr><td class="htmltd"> </td><td style="vertical-align: top;" class="htmltd">4.2</td><td colspan="4" style="vertical-align: top;" class="htmltd">Der
Diskretisierungsfehler</td><td style="vertical-align: top; text-align: right;" class="htmltd">44</td></tr><tr><td colspan="7" style="line-height: 4px; font-size: 4px;" class="htmltd"> </td></tr><tr><td style="vertical-align: top; font-weight: bold;" class="htmltd">5</td><td colspan="5" style="vertical-align: top; font-weight: bold;" class="htmltd">Lineare
Gleichungssysteme</td><td style="vertical-align: top; text-align: right; font-weight: bold;" class="htmltd">53</td></tr><tr><td class="htmltd"> </td><td style="vertical-align: top;" class="htmltd">5.1</td><td colspan="4" style="vertical-align: top;" class="htmltd">Kondition
des
Problems</td><td style="vertical-align: top; text-align: right;" class="htmltd">53</td></tr><tr><td class="htmltd"> </td><td style="vertical-align: top;" class="htmltd">5.2</td><td colspan="4" style="vertical-align: top;" class="htmltd">Konditionszahl
der
Steifigkeitsmatrix</td><td style="vertical-align: top; text-align: right;" class="htmltd">60</td></tr><tr><td colspan="7" style="line-height: 4px; font-size: 4px;" class="htmltd"> </td></tr><tr><td style="vertical-align: top; font-weight: bold;" class="htmltd">6</td><td colspan="5" style="vertical-align: top; font-weight: bold;" class="htmltd">Das
Gaußsche
Eliminationsverfahren</td><td style="vertical-align: top; text-align: right; font-weight: bold;" class="htmltd">65</td></tr><tr><td class="htmltd"> </td><td style="vertical-align: top;" class="htmltd">6.1</td><td colspan="4" style="vertical-align: top;" class="htmltd">Der
Algorithmus</td><td style="vertical-align: top; text-align: right; font-style: italic;" class="htmltd">65</td></tr><tr><td class="htmltd"> </td><td style="vertical-align: top;" class="htmltd">6.2</td><td colspan="4" style="vertical-align: top;" class="htmltd">Numerische
Stabilität
des
Algorithmus</td><td style="vertical-align: top; text-align: right;" class="htmltd">75</td></tr><tr><td colspan="7" style="line-height: 4px; font-size: 4px;" class="htmltd"> </td></tr><tr><td style="vertical-align: top; font-weight: bold;" class="htmltd">7</td><td colspan="5" style="vertical-align: top; font-weight: bold;" class="htmltd">Erweiterung
auf
lineare
mehrdimensionale
Randwertprobleme</td><td style="vertical-align: top; text-align: right; font-weight: bold;" class="htmltd">83</td></tr><tr><td colspan="7" style="line-height: 4px; font-size: 4px;" class="htmltd"> </td></tr><tr><td style="vertical-align: top; font-weight: bold;" class="htmltd">8</td><td colspan="5" style="vertical-align: top; font-weight: bold;" class="htmltd">Iterative
Verfahren
für
lineare
Gleichungssysteme</td><td style="vertical-align: top; text-align: right; font-weight: bold;" class="htmltd">93</td></tr><tr><td class="htmltd"> </td><td style="vertical-align: top;" class="htmltd">8.1</td><td colspan="4" style="vertical-align: top;" class="htmltd">Das
Richardson-Verfahren</td><td style="vertical-align: top; text-align: right;" class="htmltd">93</td></tr><tr><td class="htmltd"> </td><td style="vertical-align: top;" class="htmltd">8.2</td><td colspan="4" style="vertical-align: top;" class="htmltd">Das
Gradientenverfahren</td><td style="vertical-align: top; text-align: right;" class="htmltd">99</td></tr><tr><td class="htmltd"> </td><td style="vertical-align: top;" class="htmltd">8.3</td><td colspan="4" style="vertical-align: top;" class="htmltd">Das
Verfahren
der
konjugierten
Gradienten</td><td style="vertical-align: top; text-align: right;" class="htmltd">103</td></tr><tr><td class="htmltd"> </td><td style="vertical-align: top;" class="htmltd">8.4</td><td colspan="4" style="vertical-align: top;" class="htmltd">Präkonditionierung</td><td style="vertical-align: top; text-align: right;" class="htmltd">112</td></tr><tr><td colspan="7" style="line-height: 4px; font-size: 4px;" class="htmltd"> </td></tr><tr><td style="vertical-align: top; font-weight: bold;" class="htmltd">9</td><td colspan="5" style="vertical-align: top; font-weight: bold;" class="htmltd">Erweiterung
auf
nichtlineare
Randwertprobleme</td><td style="vertical-align: top; text-align: right; font-weight: bold;" class="htmltd">127</td></tr><tr><td colspan="7" style="line-height: 4px; font-size: 4px;" class="htmltd"> </td></tr><tr><td style="vertical-align: top; font-weight: bold;" class="htmltd">10</td><td colspan="5" style="vertical-align: top; font-weight: bold;" class="htmltd">Das
Newton-Verfahren</td><td style="vertical-align: top; text-align: right; font-weight: bold;" class="htmltd">135</td></tr><tr><td colspan="6" style="vertical-align: top; font-weight: bold;" class="htmltd">Literaturverzeichnis</td><td style="vertical-align: top; text-align: right; font-weight: bold;" class="htmltd">147</td></tr><tr><td colspan="6" style="vertical-align: top; font-weight: bold;" class="htmltd">Index</td><td style="vertical-align: top; text-align: right; font-weight: bold;" class="htmltd">149</td></tr></tbody></table><br /><br /><br /></p>
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			<link href="js/libs/alert/themes/default/theme.min.css" rel="stylesheet" />
			<script src="js/libs/alert/js/alert.js"></script>

	
  <script type="text/javascript">
    function FixedStart()
      {
      shelf_book_ean = "9783764384265"; SearchOpen("@@autocat", "9783764384265")      }

	if ($('#TopMenuContainer').is('*')) {
	  $('#TopMenuContainer').load('treemenu_JS.php', function() {
		jQuery(".topMmenu").megamenu();
		$('#tabContent').html($('#tab1Content').html());
	});
	}
	if ($('#fullResultList').is('*')) {
		$('#fullResultList').lionbars();
	}

	  
	              
// Calling jTabs
/*
(function ($) {
    $(document).ready(function () {
        // Horizontal Tabs
        $('.tabs-x').jTabs({
            marker: false
        });
    });
}(Jaegers));	  
*/







	  
//works but switched off now, in use is Photoslider block	  
/*
			var sly = new Sly($('.sly'), 
				{
				horizontal: 1,
				itemNav: "forceCentered",
				dragHandle: 1,
				dynamicHandle: 1,
				drag: 1,
				scrollBy: 1,
				speed: 500,
				//easing: "easeOutBack" // with jQuery Easing plugin
			}).init(); // Has to be initiated
*/





		// -----------------------------------------------------------------------------------
		//   Photoslider
		// -----------------------------------------------------------------------------------

				// Function for populating lists with placeholder items
				function populate(container, count, offset) {

					var output = '';

					offset = isNaN(offset) ? 0 : offset;

					for (var i = 0; i < count; i++) {
						output += '<li>' + (offset + i) + '</li>';
					}

					return $(output).appendTo(container);

				}

				// Populate list items
				$('ul[data-items]').each(function (i, element) {

					var items = parseInt($(element).data('items'), 10);

					//not needed at the moment, fills slider with Dummy data
					//populate(element, items);

				});


			
				
				
				// Call sly instances

					var $cont = $('#Photoscroll'),
						$frame = $cont.find(".sly"),
						$slidee = $frame.find("ul"),
						$scrollbar = $cont.find(".scrollbar"),
						$pagesbar = $cont.find(".pages"),
						options = {}, //$frame.data("options"),

						$controls = $cont.find(".controls"),
						$prevButton = $controls.find(".prev"),
						$nextButton = $controls.find(".next"),
						$prevPageButton = $controls.find(".prevPage"),
						$nextPageButton = $controls.find(".nextPage");

					$.extend(options, {
						itemNav: "forceCentered",
						horizontal:1,
						smart: 1,
						activateMiddle: 1,
						activateOn: 'click',
mouseDragging: 1,
touchDragging: 1,
interactive: ['a'],
releaseSwing: 1,
startAt: 0,
//scrollBy: 1, //enable mouse scroll
speed: 500,
elasticBounds: 1,
easing: 'easeOutBack',
dragHandle: 1,
dynamicHandle: 1,
clickBar: 1, 
 //data-options='{ "horizontal":1, "itemNav": "forceCentered", "dragHandle": 1,"dynamicHandle": 1, "dragging": 1, "mouseDragging": 1, "touchDragging": 1, "speed": 500, "clickBar":1, "easing": "easeOutBack"}'
 
 
 						scrollBar: $scrollbar,
						pagesBar: $pagesbar,

						prev: $prevButton,
						next: $nextButton,
						prevPage: $prevPageButton,
						nextPage: $nextPageButton,
						disabledClass: 'btn-disabled'
					});

					
var container = document.getElementById('Photoscroll');
var sly_timer = null;
var sly_img_timer = null;

//imagesLoaded(container, function(){					
					
					// Call sly
					$frame.sly(options, {
					move: function (evn) {
					  if (this.pos.cur > this.pos.end - 1000) CacheNextCovers();  //.max changed to .end
					  if (sly_img_timer) clearTimeout(sly_img_timer);
					  else $('#imgScroll').hide();
					  sly_img_timer = setTimeout(function() { 
						sly_img_timer = null;
						$('#imgScroll').css({width:0});
						$('#imgScroll').css({left:findRightCorner('.slidee li.active')});
						$('#imgScroll').show().animate({ width: 48}, 'fast');
						//$('#imgScroll').show(); 
					  }, 500);
					  for (var i=0; i<this.items.length; i++)
					    {
					    var pos = this.items[i].center - this.pos.cur;
					    if (pos > -3000 && pos < 3000)
					      {
					      $(this.items[i].el.firstChild.childNodes[1]).load(function () {$(this).addClass('imgloaded')});
					      this.items[i].el.firstChild.childNodes[1].src = $(this.items[i].el.firstChild.childNodes[1]).attr('url');
					      }
					    }
 					  }, 
					active: function (evn, item) {
					  if (sly_timer) clearTimeout(sly_timer);
					  sly_timer = setTimeout(function() { sly_timer = null; OpenNewCover()}, 250);
					  }
					});

					// Bind controls
					$cont.find("button").click(function () {

						var action = $(this).data('action'),
							arg = $(this).data('arg');

						switch (action) {
							case 'add':
								var children = $slidee.children().length,
									$item = $('<li>'+children+'</li>');
								$slidee.append($item);
								$frame.sly('reload');
							break;

							case 'remove':
								$slidee.children().slice(-1).remove();
								$frame.sly('reload');
							break;

							default:
								$frame.sly(action, arg);
						}
					});
//});

$().UItoTop({ easingType: 'easeOutQuart' }); 

//Dropdown plugin data
var ddData = [
    {
        text: "Suche in Titel, Autor, Verlag",
        value: 0,
        selected: false,
        description: "",
        imageSrc: ""
    },
    {
        text: "Suche auch im Buchinhalt",
        value: 1,
        selected: false,
        description: "Durchsucht auch Inhaltsverzeichnisse, Register, Klappentexte, Vorworte, Autoreninformationen",
        imageSrc: ""
    }
];

var SearchArea = 0;

$('#selectDropdown').ddslick({
    data: ddData,
    width: 100,
    imagePosition: "left",
    selectText: "Suche in",
        defaultSelectedIndex: 0,
        truncateDescription: true,
        showSelectedHTML: false,	
	
	
    onSelected: function (data) {
        if (SearchArea != data.selectedIndex)
          {
          SearchArea = data.selectedIndex;
          Search();
          }
    }
});

var GoToCart = 1;	// 0 = remember, 1 = direct
var NoCart = 0;
var count_max = 0;
var lang_filter = -1;
  
  </script>
  
  

  
  
  
  <!-- end scripts -->
</body>
</html>