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个人概况

施敏加,博士,教授,博士生导师,基础数学系主任,安徽省学术与技术带头人。

教育背景

1. 2004年在安庆师范学院数学与计算数学获得学士学位;

2.2007年在合肥工业大学澳门赌搏网站大全获得硕士学位;

3. 2010年在合肥工业大学系统网路研究所获得博士学位。

访学经历

1. 20128月-20138月在新加坡南洋理工大学编码与密码重点实验室访问;

2. 2014年至今多次应邀访问南开大学陈省身数学研究所;

3. 2016.07-2016.08 在法国高等电信专科学校访问2个月;

4.20201月应邀访问俄罗斯科学院西伯利亚索伯列夫数学研究所半个月

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Shi Minjia, Ph.D., Professor, doctoral supervisor, director of basic mathematics department, academic and technical leader of Anhui Province.

Education

1.  I received my Ph.D from the Institute of Computer Network System, Hefei University of Technology,  2010;

2.  I received my Masters degree from School of Mathematical Sciences, Hefei University of Technology, 2007; 

3. I received my bachelor’s degree from School of Mathematical Sciences, Anqing Normal College, 2004.

Visiting experience

1.  August 2012-August 2013, I worked as a visiting scholar in CCRG of Nanyang Technological University, Singapore;

2.  I often worked as a visiting scholar in Nankai University in China from 2014;

3. July 2016-August 2016, I worked as a visiting scholar in Telecom ParisTech, Paris, French.


主要研究方向

1. 信息安全中的纠错编码理论;

2.  有限环上的编码理论;

3.  编码理论在密码学及其相关学科中的应用.

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Research direction:

1. Error-correcting codes in information Security;

2. Coding theory over finite rings;

3. Coding theory with its application to cryptography and related disciplines


教学情况

本科教学情况:高等数学,概率论,线性代数,矩阵理论及其应用,近世代数,数学分析续论,初等数论等;澳门新莆京娱乐网站数学 建模队教练(2008-2015)。

研究生教学情况:初等数论,有限域,纠错码,环上的码等。

博士生教学情况Codes From Difference Sets (澳门赌搏网站大全博士生);Number Theory and Its Applications(数学学院博士生课程);Concrete Mathematics: A Foundation for Computer Science, Second Edition (计算机学院博士生)(2014-2017)。

引导大学生进行科研训练计划情况2012年,2015年,2017

引导大学生进行创新创业训练计划情况2014年,2015年,2017年,2018年,2019

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Undergrduate teaching cases:Advanced Mathematics,Probability, Linear Algebra, Matrix Theory and its application,Abstract Algebra, Mathematical analysis theory, Number theory and so on.

Graduate teaching cases: Number theory, Finite fields, error-correcting codes, Codes over rings and so on.

Ph.D teaching cases: Codes From Difference Sets;Number Theory and Its ApplicationsConcrete Mathematics: A Foundation for Computer Science, Second Edition.

Student Research Training Program of Anhui University: 2012 , 2015 , 2017,2019

科研情况

主持科研项目情况:

1. 安徽省自然科学基金杰出青年基金,No. 1808085J20, 2018.01-2020.12

2. 国家自然科学基金面上项目,No. 61672036, 2017.01-2020.01

3. 2016年高校优秀青年人才支撑计划重点项目,No. gxyqZD2016008, 2016.01-2019.01, 已结题 

4. 东南大学移动通信国家重点实验室开放课题,No.2015D11, 2015.09-2017.09 , 已结题

5. 2014年中国留学回国人员科技活动择优资助,No.05015133, 2014.01-2016.01,已结题

6. 国家自然科学基金青年基金,No.61202068, 2013.01-2015.12, 已结题

7. 国家自然科学基金数学天元基金,No.11126174, 2012.01-2013.01, 已结题

8. 安徽省高校优秀青年基金重点项目,No.2012SQRL020ZD, 2012.01-2015.01, 已结题

学术专著:出版英文学术专著

1. 《Code and Rings-Theory and Practice》,Elsevier 出版社,2017 6月;

2.《Codes and modular forms》-A dictionary, World Scientific2019 11月。

学术论文:在《IEEE Transcation on Information Theory》、《Designs, Codes and Cryptography》、《Finite Fields and Their Applications》、《Journal of the Franklin Institute》、《Linear Algebra and its Applications》、《IEEE Communications Letters》、《Discrete Mathematics》、《Discrete Applied Mathematics》、《中国科学》 和 《电子学报》等国内外重要学术期刊发表学术论文90余篇,其中 SCI/EI 检索80余篇。

学术兼职

1. Jornal of Algebra Combinatorics Discrete Structure and Application,编委会成员

2. International Journal of Applied & Experimental Mathematics,编委会成员

3.Journal of Applied Mathematics and Computing,副主编。

科研获奖:2017年获第二届“安徽省青年数学奖”,2018年获安徽省自然科学一等奖(排名第三)。

引导的研究生: 2012级 刘艳;

                                 2013级 姚婷,王丹丹;

                                 2015级 吴荣胜,钱丽琴;

                                 2016级 黄代桃,朱宏伟;

                                 2017级 管玥(保研),卢亚琪;

                                 2018级 徐丽(保研),李晓晓,杜莱(索马里);

                                 2019级 王树凯(保研);

                                 2020级 李世涛(保研)。

引导的博士生: 2015级 刘艳;

                                 2018级 吴荣胜;

                                 2019级 朱宏伟;

出站的博士后: Lin Sok(柬埔寨);Pattanayak Sukhamoy (印度);

引导的访问学者:车毅

非常欢迎有志于代数编码与密码的学生报考该方向的研究生

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The project hosted

1. Key Projects of Support Program for outstanding young talents in Colleges and Universities, No. gxyqZD2016008, 2016.01-2019.01.

2. The Open Research Fund of National Mobile Communications Research Laboratory, Southeast University, Quasi-twisted codes  over  Finite Fields and their application to the construction of LDPC codes, No.2015D11, 2015.09-2017.09.

3. Technology Foundation for Selected Overseas Chinese Scholar, Ministry of Personnel of China, Relative N-weight codes over rings, No.05015133, 2014.01-2016.01.

4. National Natural Science Foundation of China. Study on linear codes and their Gray images with application over ?nite rings, No.61202068, 2013-01-2015.12.

5. National Natural Science Foundation of China. Theory of Generalized Quasi-cyclic codes and their Application over Finite rings, No.11126174, 2012-01-2013.01.

6. Talented Youth Foundation of Anhui Province Universities. Theory of Generalized Quasi-twisted codes and their Application over Finite rings, No.2012SQRL020ZD, 2012.02-2015.02.

Editor board of the magazines: 《Jornal of Algebra Combinatorics Discrete Structure and Application》and《International Journal of Applied & Experimental Mathematics》.


Students interested in algebraic coding and cryptography are warmly welcome to apply for my postgraduates !


Generator matrices of MDS CodesMDS codes.txtAlmost MDS+New codes.txtselfdual-F5-length10-66.txtselfdual-F5-F23-length12-28.txttable-F3.txttable-F4.txt3183.pdf3273.pdf




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