天大考研 发表于 2020-7-22 15:40:13

2020年天津大学管理与经济学部非全日制工程管理硕士(MEM)复试办法

按照天津大学的有关规定,管理与经济学部研究生招生工作领导小组负责天津大学2020年工程管理硕士(MEM)考生复试办法的制定与实施。本办法经天津大学管理与经济学部研究生招生工作领导小组通过并报经天津大学研究生院备案后实施。

  一、复试原则

  1.坚持复试的科学性。采用综合性、多元化的考察方式和方法,积极探索高层次专业人才选拔规律,使拔尖创新人才能够脱颖而出。

  2.全面考查,有所侧重。在德智体能等各方面全面衡量的基础上,注重对专业能力和综合素质的考核,注重对思想政治素质和身心健康状况的考核。

  3.成绩量化。专业能力和综合素质考核都要有量化结果。

  4.复试工作要坚持公开、公正、公平原则。复试过程做到政策透明、程序公正、操作公开、监督机制健全。

  5.以人为本、服务考生。提高服务意识,维护考生的合法权益。

  二、复试条件

  1.报考天津大学2020年非全日制工程管理硕士(MEM)专业已通过提前面试的考生,按照复试办法完成时事政治考核。

  2.报考天津大学2020年非全日制工程管理硕士(MEM)专业未参加或未通过提前面试的考生,笔试成绩达到:总分175分、英语二单科成绩45分、管理类联考综合能力单科成绩90分以上的要求,具有进入复试资格。

  3.进入复试考生的名单详见天津大学MEM项目网站(http://mem.tju.edu.cn/)“通知通告”栏目公示。

  三、资格审查

  所有进入复试名单的考生,通过我校硕士招生管理系统网上交费平台缴纳复试费,复试费90元(通过提前面试的考生无需再缴费)。完成缴费后,考生可在网上下载《复试资格审查合格单》并签字。

  考生须提供以下材料(通过提前面试的考生除外):

  1.网上下载并签字的《复试资格审查合格单》;

  2.居民身份证(正反面);

  3.准考证;

  4.学信网下载的《学历电子注册备案表》(国外学历提交中国留学服务中心《学历认证报告》)。

  复试前,考生须按顺序将所有材料整理到一个PDF文件里,与时事政治论文一起,以附件的形式在同一邮件中于截止日期前发送到指定电子邮箱。

  凡未进行资格审查或资格审查未通过的考生一律不予录取。

  四、复试内容

  复试主要对考生的综合素质进行考核,分为时事政治考核和综合素质面试两个方面。

  1.时事政治考核

  考生须按要求提交有关时事政治学习理解的论文1篇。时事政治考核计入复试成绩,未按时提交论文或论文考核不合格(低于论文满分的60%)的考生,不予录取。

  时事政治考核的详细要求见天津大学MEM项目网站(http://mem.tju.edu.cn/)“通知通告”栏目。

  2.综合素质面试

  综合素质面试采用远程网络面试,考核方式为个人面试,面试时间20-30分钟。

  综合素质面试内容主要包括政治素质、综合能力和英语水平测试。综合能力测试侧重考生工作的相关经历及业绩;对经济、管理等相关基础知识掌握的程度;逻辑思维与综合应用知识的能力;表达与沟通的能力;判断力、自制力与应变能力;人际交往、团队合作精神和组织协调能力等。英语水平测试侧重英语听说理解能力。

  综合素质面试不合格(成绩未达到满分的60%)的考生,不予录取。

  3.成绩构成

  总成绩由初试笔试成绩和复试成绩构成。

  复试成绩=综合素质面试成绩×90%+时事政治×10%。

  总成绩=初试笔试成绩/1.5×60%+复试成绩×40%。

  五、复试要求

  1、考生须签署《天津大学非全日制硕士研究生培养方式知情承诺书》。

  2、考生须按照资格审查要求提供相关材料,严禁替考等违纪行为,一经发现,取消考生复试资格。

  3、考生须在相对独立、安静的场所进行综合素质面试。严禁在公共场所或培训机构进行复试,考生在资格审查时须向所报考学院(部)报备面试地点。

  4、考生进入综合素质面试流程后,须旋转摄像头360度,进行环境展示,并按照秘书老师要求,上报面试地点,完成身份验证工作。学校对网络面试全程进行录音录像。

  5、严禁考生在远程面试过程中进行摄录、截屏等操作,严禁考生以任何形式传播复试相关内容,一经发现按违规处理,学校有权追究其相关责任。

  6、具体要求详见http://yzb.tju.edu.cn/xwzx/zxxx/202004/t20200428_316745.htm。

  六、录取

  综合素质面试和时事政治考核均合格的考生,天津大学将根据录取名额,分别按照总成绩从高到低,择优给予拟录取资格。

  非全日制MEM考生中,通过提前面试的考生,达到国家A类分数线给予拟录取资格;正常批次的考生,按照总成绩从高到低,择优给予拟录取资格。

  总成绩相同时,按复试成绩优先录取;复试成绩相同时,按综合素质面试成绩优先录取。

  没有参加复试或复试成绩不合格(成绩未达到满分的60%)的考生,不予录取。

  凡未进行资格审查或资格审查未通过的考生一律不予录取。

  本办法解释权属于天津大学管理与经济学部招生工作领导小组。

  天津大学管理与经济学部2020年非全日制工程管理硕士(MEM)复试工作安排data:image/png;base64,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 注意:所有进入MEM复试名单的考生发送一个邮件须有三个附件。通过提面的考生发送一个邮件须两个附件。请各位考生须用网报时填报的邮箱发送邮件。

  联系方式:

  地址:天津市南开区卫津路92号天津大学第25教学楼A区103办公室邮编:300072

  电话:022-27891423

  网址:http://mem.tju.edu.cn/

  天津大学管理与经济学部

  2020年4月29日
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