> 重磅!上证大修 意义何在? > 正文
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[title] => 重磅!上证大修 意义何在?
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[content] => <p style="text-align: center;"><img alt="" src="http://image2.compass.cn/2020/07/2020072210352611033.png" style="height:159px; width:493px" /></p>
<p> </p>
<p> 上海证券交易所发布关于修订上证综合指数编制方案的公告,将于7月22日修订上证综合指数的编制方案。同时,22日收盘后将发布上证科创板50成份指数历史行情,7月23日正式发布实时行情。</p>
<p> </p>
<p style="text-align: center;"><img src="http://image2.compass.cn/2020/07/2020072210354687009.png" style="height:388px; width:718px" /></p>
<p> </p>
<p><strong>1</strong><strong>、为何修订上证综合指数编制方案?</strong></p>
<p> </p>
<p> 上证综合指数发布于1991年,基期为1990年12月19日,至今快30年了,被称为A股温度计。从最近10年的表现来看,沪指没有充分体现中国经济的持续高增长。</p>
<p> </p>
<p> 中国经济实现了长达三四十年的高增长,2000年中国GDP突破10万亿元,上证综指在2000年就已经达到2000点;2019年中国GDP已达99万亿元,而上证综指在3000点上。接近10倍的GDP与50%的股指涨幅,差距非常明显。</p>
<p> </p>
<p> 上证综合指数自发行以来核心编制方法沿用至今。近年来,社会各界对上证综合指数编制方案修订多有呼声,类似“上证综合指数失真”“未能充分反映市场结构变化”等意见频频出现。</p>
<p> 上交所称,指数编制修订方案的实施将进一步提升上证综合指数的市场代表性与稳定性,使上证综合指数更加准确表征上海市场整体表现,更加充分反映上海市场结构变化,为投资</p>
<p>者观测市场运行、进行财富管理提供更理想的标尺。</p>
<p> </p>
<p><strong>2</strong><strong>、修订涉及哪些内容?</strong></p>
<p> </p>
<div style="page-break-after:always;"><span style="display:none"> </span></div>
<p> 上交所指出,此次上证综合指数编制方案修订充分借鉴了国际指数编制修订经验,立足境内市场发展实际,剔除风险警示股票、延长新股计入指数时间,并纳入科创板上市证券。</p>
<p style="text-align: center;"> </p>
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/></p>
<p> </p>
<p>3、<strong>新股上市</strong><strong>11个交易日纳入改为“满一年”纳入</strong> <strong>大市值新股快速纳入</strong></p>
<p> </p>
<p> 此番修订将新股计入上证综合指数的时间延迟至上市1年后。</p>
<p> 我国证券市场新股上市初期往往容易被爆炒,存在“连续涨停”现象,但是爆炒过后股价往往回归平静,甚至长时间下跌。以往上证指数是在新股于上市第11个交易日开始计入指数。新股连续下跌,特别是大市值新股的连续下跌对指数形成巨大拖累,不利于反映市场真实情况。</p>
<p> 延迟新股计入时间,于新股上市满1年后计入指数,有利于增强上证综合指数的稳定性,引导长期理性投资。</p>
<p> </p>
<p><strong>4</strong><strong>、为何剔除风险警示股票?</strong></p>
<p> </p>
<p> 上交所介绍,资本市场建立了风险警示制度,被实施风险警示的股票存在较高风险,基本面存在较大不确定性,投资价值受到影响,难以代表上市公司主流情况。剔除被实施风险警示的股票有利于上证综合指数更好发挥投资功能,有利于发挥资本市场优胜劣汰作用,更好反映沪市上市公司总体表现。</p>
<p> </p>
<p>5、<strong>指数修正意义何在?</strong></p>
<p> </p>
<p> 7月22日使用了30年的上证指数修改,同时还是是科创板开板一周年。管理层在22日修改指数,意义何在?</p>
<p> 一是继续进行资本市场改革;</p>
<p><strong> 二是要让股市能充分体现中国经济的持续高增长。</strong>此次上交所对上证指数的编制进行的调整,使得这个指数更加合理,更能反映市场的真实状况,这也回应市场的一些诉求。当然这个调整属于微调,对指数没有太大影响,保持了指数的连续性。</p>
<p><strong> 三是发挥资本市场优胜劣汰作用,引导长期理性投资。</strong>成分股改了后,整体盈利能力提高,估值降低,而且科技股数量增加后,上证指数的成长性和活力也会大幅增加,有成长空间。</p>
<p style="margin-left: 10.5pt;"> </p>
<p> </p>
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[authorInfo] => 修订上证综合指数编制将于7月22日生效,对市场来说,有哪些新变化,影响又有哪些?
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