山西陈向阳 陈向阳:警惕“大西方”压制“新东方”
G8峰会近日召开,面对新兴大国群体性崛起与“新东方”的显著上升,西方大国力图重新“激活”G8的核心G7,开展经济、政治与安全的新联合,进而打造“大西方”,维持国际体系主导权。对此,作为最大的新兴国家,中国应当有效因应。
后金融危机时期大国关系演变存在相关公司股票走势
大西洋太平洋三条线索,分别是西方大国之间的关系(“西西关系”),新兴大国之间的关系(“新新关系”),西方大国与新兴大国之间的关系(“西新关系”)。对国际体系而言,“西新关系”越来越成为大国关系的“主线”;而对西方大国来说,“西西关系”就是其“生命线”,其战略价值非但没有减少,反而还在增加。
眼下,“生命线”对西方大国变得更加突出,西方大国的双边与三边合作同步加强,力图协调一致、共同压制新兴大国发展空间。
西方大国联手应对与压制新兴大国有几大手法。首先是重塑同盟关系。美欧除了安全上的北约外,另通过启动“跨大西洋贸易与投资伙伴关系协定”(TTIP)谈判,强化利益捆绑;美日除了军事同盟与“安保条约”外,另通过“跨太平洋伙伴关系协议”(TPP)确保“利益攸关”。由此,政治、安全、经济的“三重捆绑”使得西方大国更加“团结”。
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"%20alt="山西陈向阳%20陈向阳:警惕“大西方”压制“新东方”"%20/>
其次,美国在全球地缘战略上进行“新平衡”。对美国的世界霸权而言,大西洋与西半球既是大本营与大后方,也是正中央,而亚太则属于西部,中东则属于东部,美国企图平衡与兼顾“中”、“东”、“西”。三是单独或联手抢占国际经济与科技制高点。美国在第三次工业革命与新能源革命中抢占先机,在3D打印与页岩油气大开发上取得了竞争新优势,中俄在中高端制造业与能源产业上面临严峻挑战。
四是联合争夺全球三大公地。美日加强海洋合作,美欧加深太空合作,美欧日在网络空间倒打一耙,联手炒作中、俄“网络威胁论”,推行双重标准,借口网络安全与网络自由,挑战新兴大国的网络主权与监管。
综上所述,“新西方”将对中国造成一系列或潜在或显性的影响与冲击,包括市场、规则、地缘空间等,中国未来的发展面临外部战略压缩压制的挑战。因此,中国应尽快升级“全球战略”,通过“东西平衡”争取“左右逢源”。
其一,抓紧更新与升级中国的双多边经贸合作机制战略,深化中国与东盟自贸区建设,加快中韩自贸区谈判,积极参与东亚“区域全面经济伙伴关系协定”谈判,稳步推进中欧中长期经贸合作规划谈判,扩大上海合作组织经贸合作等。
其二,加强与新兴大国的合作协调,进而与西方大国进行“集群博弈”。提升中俄印三边对话合作,提防被西方大国分化,加快落实“金砖国家开发银行”,扩大新兴大国本币互换规模,及时将“金砖五国”扩容,可将印尼与墨西哥等优先考虑纳入,构建新兴大国版的“新G7”。
其三,对西方大国稳住双边关系与拓展三边对话相结合,化解其联手对华企图。运筹好两个三角关系:一是中美欧三角,三方可就国际货币体系改革、中东北非变局、能源安全、网络安全等展开三边对话;二是中美日三角,应提醒美方警惕日本右倾化的恶果,与美在二战历史认识的问题上加强协调、一致反对日本否认与篡改侵略历史。(环球网 是中国现代国际关系研究院世界政治所副所长、新华社世界问题研究中心研究员)