K-theory for the C*-algebras of continuous functions on certain homogeneous spaces in semi-simple Lie groups" /> 期刊论文

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K-theory for the C*-algebras of continuous functions on certain homogeneous spaces in semi-simple Lie groups</td> </tr> <tr> <td class="text2" colspan="2" style="color: #2575A5;"></td> </tr> <tr> <td colspan="2" class="text5"></td> </tr> <tr> <td colspan="2" class="text5">关键词: <a href='http://oa.las.ac.cn/oainone/service/browseall/viewmore?ptype=JA&q= AND oakeywords:"C*-algebra"'>C*-algebra</a>;    <a href='http://oa.las.ac.cn/oainone/service/browseall/viewmore?ptype=JA&q= AND oakeywords:"K-theory"'>K-theory</a>;    <a href='http://oa.las.ac.cn/oainone/service/browseall/viewmore?ptype=JA&q= AND oakeywords:"homogeneous space"'>homogeneous space</a>;    <a href='http://oa.las.ac.cn/oainone/service/browseall/viewmore?ptype=JA&q= AND oakeywords:"semi-simple Lie group"'>semi-simple Lie group</a>;    <a href='http://oa.las.ac.cn/oainone/service/browseall/viewmore?ptype=JA&q= AND oakeywords:"discrete subgroup"'>discrete subgroup</a>;    </td> </tr> <tr> <td class="text2" colspan="2" style="color: #2575A5;">DOI  :  </td> </tr> <tr> <td colspan="2" class="text5" style="color: #2575A5;">来源:<a href='http://oa.las.ac.cn/oainone/service/browseall/viewmore?ptype=JA&q= AND oasourcestr:"DOAJ"'> DOAJ</a></td> </tr> </tbody> </table> <div class="article"> <h6>【 摘 要 】</h6> <p style="text-align: justify; text-indent: 2em;"> Estudiamos la K-teoría para las <img border=0 width=24 height=19 id="_x0000_i1034" src="http:/fbpe/img/cubo/v14n2/art10-02.jpg" alt="Descripción: http:/fbpe/img/cubo/v14n2/art10-02.jpg">álgebras de todas las funciones continuas sobre ciertos espacios homogeneos, principalmente en los grupos de Lie conexos semi- simples <img border=0 width=52 height=26 id="_x0000_i1033" src="http:/fbpe/img/cubo/v14n2/art10-01.jpg" alt="Descripción: http:/fbpe/img/cubo/v14n2/art10-01.jpg">y subgrupos discretos <img border=0 width=58 height=23 id="_x0000_i1032" src="http:/fbpe/img/cubo/v14n2/art10-04.jpg" alt="Descripción: http:/fbpe/img/cubo/v14n2/art10-04.jpg">. Como subproducto consideramos un caso nilpotente en forma anáaloga.<br>We study K-theory for the<img border=0 width=24 height=19 id="_x0000_i1037" src="http:/fbpe/img/cubo/v14n2/art10-02.jpg" alt="Descripción: http:/fbpe/img/cubo/v14n2/art10-02.jpg">algebras of all continuous functions on certain homogeneous spaces in the semi-simple connected Lie groups <img border=0 width=53 height=19 id="_x0000_i1036" src="http:/fbpe/img/cubo/v14n2/art10-03.jpg" alt="Descripción: http:/fbpe/img/cubo/v14n2/art10-03.jpg">by the discrete subgroups <img border=0 width=58 height=23 id="_x0000_i1035" src="http:/fbpe/img/cubo/v14n2/art10-04.jpg" alt="Descripción: http:/fbpe/img/cubo/v14n2/art10-04.jpg">, mainly. As a byproduct, we also consider a certain nilpotent case similarly.</p> <!-- <div class="text9" align="right"> --> <!-- <select style="font-size: 12px; width: 150px; height: 26px;" --> <!-- id="exportPaper"> --> <!-- <option value="RIS">RIS (for EndNote, Reference --> <!-- Manager, ProCite)</option> --> <!-- <option value="BibTeX">BibTeX</option> --> <!-- </select> <input class="daochu" type="button" value="导出引文和摘要" --> <!-- id="exportbtn"> --> <!-- </div> --> <h6>【 授权许可】</h6> <p> Unknown   <br> </p> <!--嵌入全文--> <!--附件列表--> </div> </div> </div> </div> <div class="sidebar2"> <table width="100%" border="0" cellspacing="0" cellpadding="0"> <tr> <td height="12" colspan="3"></td> </tr> <tr> <td height="30" bgcolor="#F5F5F5"> </td> <td height="30" bgcolor="#F5F5F5" style="font-size: 16px; color: #2575A5;">文献评价指标</td> <td height="30" bgcolor="#F5F5F5"> </td> </tr> <tr> <td width="25" height="32"> </td> <td width="209">下载次数:0次</td> <td width="203">浏览次数:3次</td> </tr> <tr> <td height="30"> </td> <!-- <td><div class="bdsharebuttonbox"> --> <!-- data-cmd="more"></a> <a href="#" class="bds_qzone" --> <!-- data-cmd="qzone" title="分享到QQ空间"></a> <a href="#" --> <!-- data-cmd="tsina" title="分享到新浪微博"></a> <a href="#" --> <!-- data-cmd="tqq" title="分享到腾讯微博"></a> <a href="#" --> <!-- data-cmd="renren" title="分享到人人网"></a> <a href="#" --> <!-- data-cmd="weixin" title="分享到微信"></a> --> <!-- </div></td> --> <td> </td> </tr> </table> <!-- <div class="panel-group" id="accordion"> --> <!-- <div class="panel panel-default"> --> <!-- <div class="panel-heading"> --> <!-- <h4 class="panel-title"> --> <!-- <a data-toggle="collapse" data-parent="#accordion" --> <!-- href="/demo/bootstrap3-plugin-collapse-accordion.htm#collapseOne" --> <!-- style="font-size: 16px; 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