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ORCID: 0000-0002-3952-2012
ResearcherID: F-7255-2016
Scopus AuthorID: 55884702600
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Mark Kelbert

  • Mark Kelbert has been at HSE University since 2014.

Education and Degrees

  • 1982

    Candidate of Sciences* (PhD)

  • 1968

    Degree
    Lomonosov Moscow State University

* Candidate of Sciences
According to the International Standard Classification of Education (ISCED) 2011, Candidate of Sciences belongs to ISCED level 8 - "doctoral or equivalent", together with PhD, DPhil, D.Lit, D.Sc, LL.D, Doctorate or similar. Candidate of Sciences allows its holders to reach the level of the Associate Professor.

Student Term / Thesis Papers

Full list of of student term / thesis papers

Courses (2019/2020)

Courses (2018/2019)

Editorial board membership

2020: Member of the Editorial Board, Mathematics.

Chinese translation of the book on Information Theory

《信息论与编码理论:剑桥大学真题精解》讲解信息论与编码理论,涵盖概率和代数两个方向。书中素材来自剑桥大学本科生课程“信息论”“编码与密码学”以及几门数学方向的研究生课程。全书大的特色是例题丰富,并将Shannon等科学家的学术历程贯穿其中,在透彻讲解基础知识的同时带领读者逐步探讨深层主题。InformationTheoryandCodingbyExample出版者的话译者序前言第1章信息论基础11.1基本概念,Kraft不等式,Huffman编码11.2熵:简介111.3Shannon第一编码定理,Markov信源的熵率261.4信道,解码规则,Shannon第二编码定理381.5微分熵及其性质541.6本章附加问题60第2章编码理论简介932.1Hamming距离,码字的几何特征,码本规模的基本界932.2Shannon第二编码定理的几何证明,码本规模的精细界1042.3线性码:基本构造1192.4Hamming码,Golay码,Reed-Muller码1292.5循环码和代数多项式,BCH码简介1392.6本章附加问题158第3章编码理论的深层主题1763.1有限域入门1763.2Reed-Solomon编码,再论BCH编码1913.3再论循环码,BCH解码1973.4MacWilliams标识和线性规划界2063.5渐近好码2163.6本章附加问题224第4章信息论的深层主题2424.1Gauss信道2424.2连续时间集的渐近均分

Employment history

1993-1998 Lecturer at European Business School, Swansea University, UK

1998-2004 Reader at European Business School, Swansea University, UK

2004-2014 Reader at Department of Mathematics, Swansea University, UK

He started working at HSE in 2014.

Scientific and pedagogical experience: 49 years.

Publications38


From 1990 till 2014 I had a teaching experience at the Swansea University, UK. I delivered courses in actuarial mathematics, actuarial statistics, probability, partial differential equations for students both in Business School and Department of Mathematics.

Timetable for today

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