Teaching
Boris Kunyavskii

Graduate students


Ph.D. students:

Rony Bitan "Arithmetic invariants of commutative algebraic groups over global fields" (graduated in 2009, officially approved in 2010)

Solomon Vishkautsan "Residual periodicity" (co-advisor: T. Bandman)


M.Sc. students:

Roman Shklyar "Computer study of identities and equations in finite groups", graduated in 2001 (co-advisor: E. Plotkin)

Rony Bitan "Torus-based cryptography", graduated in 2004

Orit Sela Ben-David "Cryptosystems based on elliptic curves with complex multiplication", graduated in 2005

Tal Perri "An explicit construction of the Jacobian of a nonsingular curve and its group law" (co-advisor: T. Bandman), graduated in 2005

Ran Cohen "Addition algorithms on the Jacobian groups of curves", graduated in 2007

Vyacheslav Shamshanov "Pairing-based cryptography", graduated in 2008

Aharon Ravia "Solvable radical of a Lie algebra over a countable field" (co-advisor: T. Bandman), graduated in 2009

Raz Vakil "Fast implementation of signatures based on elliptic curves", graduated in 2009


Courses:

Academic year 2010-2011

Graduate course (fall semester):

  • Cryptography 88-861
    Syllabus

    Undergraduate course (fall semester):

  • Linear Algebra-II 88-113 (for high school students) Syllabus

    Undergraduate course (spring semester):

  • Introduction to Coding Theory 88-578
    Syllabus

    Academic year 2009-2010

    Graduate course (fall semester):

  • Coding theory 88-855
    Syllabus

    Undergraduate course (fall semester):

  • Linear Algebra-II 88-113 (for high school students) Syllabus

    Undergraduate course (spring semester):

  • Introduction to Cryptography 88-577
    Syllabus

    Academic year 2008-2009

    Graduate course (fall semester):

  • Cryptography
    Syllabus

    Undergraduate course (fall semester):

  • Linear Algebra-II (for high school students)

    Undergraduate course (spring semester):

  • Introduction to Coding Theory
    Syllabus

    Academic year 2007-2008

    Graduate course (fall semester):

  • Coding theory

    Undergraduate course (fall semester):

  • Algebraic Structures-I
    Syllabus
    Answers (moed A) Examples of past exams

    Undergraduate course (spring semester):

  • Introduction to Cryptography

    Academic year 2006-2007

    Graduate course (fall semester):

  • Cryptography
    Syllabus

    Undergraduate course (spring semester):

  • Introduction to Coding Theory
    Syllabus

    Academic year 2005-2006

    Graduate course (fall semester):

  • Coding Theory

    Undergraduate course (spring semester):

  • Introduction to Cryptography

    Academic year 2004-2005

    Graduate course (fall semester):

  • Cryptography
    Syllabus

    Undergraduate course (spring semester):

  • Introduction to Coding Theory
    Syllabus

    Test example (in Hebrew)

    Page 1
    Page 2

    Academic year 2003-2004

    Undergraduate course (fall semester):

  • Introduction to Cryptography
    Test example (in Hebrew)

    Graduate course (fall semester):

  • Coding Theory

    Home exam (in Hebrew):

    Page 1
    Page 2

    CGC Colloquium

    Office hours: Tuesday 10:00-12:00


    Last updated: March 17, 2011