產品名稱：線性繫統的迭代解法及預處... ISBN編號：9787502467944 書名：線性繫統的迭代解法及預處理技術 線性繫統的迭代解法及預處理技術 作者：白玉琴 代碼：54 是否是套裝：否 出版社名稱：冶金工業出版社
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auto;padding: 40.0px 0 20.0px 0;color: #666666;" align="left"> <div style="padding: 10.0px 0 0 0;"> <span style="margin-left: 20.0px;">作 者:</span><span style="margin-left: 20.0px;">白玉琴 著</span> </div> <img style="float: left;" src="http://img.alicdn.com/imgextra/i1/101450072/TB28iyVhwxlpuFjSszgXXcJdpXa-101450072.png" alt=> <div style="padding: 10.0px 0 0 0;"> <span style="margin-left: 20.0px;">定 價:</span><span style="margin-left: 20.0px;">54</span> </div> <img style="float: left;" src="http://img.alicdn.com/imgextra/i1/101450072/TB28iyVhwxlpuFjSszgXXcJdpXa-101450072.png" alt=> <div style="padding: 10.0px 0 0 0;"> <span style="margin-left: 20.0px;">出 版 社:</span><span style="margin-left: 20.0px;">冶金工業出版社</span> </div> <img style="float: left;" src="http://img.alicdn.com/imgextra/i1/101450072/TB28iyVhwxlpuFjSszgXXcJdpXa-101450072.png" alt=> <div style="padding: 10.0px 0 0 0;"> <span style="margin-left: 20.0px;">出版日期:</span><span style="margin-left: 20.0px;">2020年10月01日</span> </div> <img style="float: left;" src="http://img.alicdn.com/imgextra/i1/101450072/TB28iyVhwxlpuFjSszgXXcJdpXa-101450072.png" alt=> <div style="padding: 10.0px 0 0 0;"> <span style="margin-left: 20.0px;">頁 數:</span><span style="margin-left: 20.0px;">108</span> </div> <img style="float: left;" src="http://img.alicdn.com/imgextra/i1/101450072/TB28iyVhwxlpuFjSszgXXcJdpXa-101450072.png" alt=> <div style="padding: 5.0px 0;"> <span style="margin-left: 20.0px;">裝 幀:</span><span style="margin-left: 20.0px;">平裝</span> </div> <img style="float: left;" src="http://img.alicdn.com/imgextra/i1/101450072/TB28iyVhwxlpuFjSszgXXcJdpXa-101450072.png" alt=> <div style="padding: 10.0px 0 0 0;"> <span style="margin-left: 20.0px;">ISBN:</span><span style="margin-left: 20.0px;">9787502467944</span> </div> <img style="float: left;" src="http://img.alicdn.com/imgextra/i1/101450072/TB28iyVhwxlpuFjSszgXXcJdpXa-101450072.png" alt=> </div> </div> <img class="desc_anchor" id="desc-module-3" src="http://assets.alicdn.com/kissy/1.0.0/build/imglazyload/spaceball.gif"> <div align="center" style="width: 790.0px;margin: 0 auto;font-size:18px;font-old: 29.5px;"> <img alt="目錄" src="http://img.alicdn.com/imgextra/i1/101450072/TB2dGIjcNRDOuFjSZFzXXcIipXa-101450072.png" style="padding: 30.0px 0 0 0;width: 790.0px;"> <div align="left" style="width: 650.0px;margin: auto;text-align: left;"> <span style="margin-right: 18.0px;">●</span>1 緒論<br>1.1 研究問題和背景<br>1.2 研究現狀<br>1.2.1 Hermitian和skew-Hermitian分裂迭代法<br>1.2.2 帶位移線性繫統<br>1.2.3 鞍點線性繫統的迭代法<br>1.2.4 線性互補問題（LCP）<br>1.3 本書主要研究內容和方法<br>2 基於MHSS迭代法的加速技巧研究<br>2.1 引言<br>2.2 GMHSS迭代法的收斂性分析<br>2.2.1 預備知識<br>2.2.2 主要結果<br>2.3 算法<br>2.4 數值實驗<br>2.5 本章小結<br>3 關於時間空間分數階擴散方程的HSS算法研究<br>3.1 引言<br>3.2 基於HSS迭代法求解分數階擴散方程<br>3.2.1 分數階擴散方程的有限差分離散化<br>3.2.2 HSS迭代法以及預條件HSS迭代法<br>3.2.3 收斂性分析<br>3.3 數值實驗<br>3.4 本章小結<br>4 帶位移線性繫統預處理子的更新技術研究<br>4.1 引言<br>4.2 更新預條件子技術<br>4.2.1 更新思想<br>4.2.2 收斂性分析<br>4.3 數值實驗<br>4.4 本章小結<br>5 關於鞍點問題的一種廣義USOR分裂迭代法的研究<br>5.1 引言<br>5.2 廣義USOR迭代算法的提出和實現<br>5.2.1 基本思想<br>5.2.2 迭代算法<br>5.3 收斂性分析<br>5.4 數值實驗<br>5.5 本章小結<br>6 線性互補問題中基模矩陣分裂迭代法的加速研究<br>6.1 引言<br>6.2 修正基模矩陣分裂迭代法<br>6.2.1 預備知識<br>6.2.2 基模矩陣分裂迭代法的修正和改進<br>6.2.3 主要結果<br>6.3 數值實驗<br>6.3.1 對稱情形<br>6.3.2 非對稱情形<br>6.4 本章小結<br>7 總結與展望<br>7.1 總結<br>7.2 展望<br>參考文獻<br> </div> </div> <img class="desc_anchor" id="desc-module-4" src="http://assets.alicdn.com/kissy/1.0.0/build/imglazyload/spaceball.gif"> <div class="detailpage-content" style="background: #a4a4a4;color: #fefeff;padding: 20.0px 0;width: 790.0px;" align="center"> <img style="width: 790.0px;" src="http://img.alicdn.com/imgextra/i4/101450072/TB2uhKJhB0kpuFjSsppXXcGTXXa-101450072.png" alt="內容虛線"> <p style="font-size:18px;font-old: 40.0px;font-weight: bold;padding: 0.0px;margin: 0.0px;">內容簡介</p> <img style="width: 790.0px;" src="http://img.alicdn.com/imgextra/i2/101450072/TB2LvCmhxXkpuFjy0FiXXbUfFXa-101450072.png" alt=> <p style="text-indent: 2.0em;line-height: 44.17px;width: 715.0px;margin: 0 auto;text-align: left;"> 本書主要介紹了用幾類分裂迭代法去求解一些特殊結構的線性繫統，如分數階擴散方程、帶位移線性繫統、鞍點問題以及線性互補問題，並且在主要理論結果的後面都給出了具體的數值實驗，來驗證分裂法的有效性。本書可供數值代數領域的研究人員閱讀，也可供數學專業及相關專業高年級本科生、研究生參考。<br> </p> </div> <img class="desc_anchor" id="desc-module-5" src="http://assets.alicdn.com/kissy/1.0.0/build/imglazyload/spaceball.gif"> '; "
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