Gábor Ivanyos
at BME
Research

Publications:
own list,
Google Scholar,
MathScinet,

Areas:
Efficient algorithms for, and computational complexity of, problems from
algebra, number theory and related areas, in particular polynomials,
associative and nonassociative (e.g., Lie) algebras, representation theory,
matrices, integral lattices. (Computational models ivestigated include
deterministic, randomized and quantum computations.)
Applications of algebra
and algebraic algorithms, to e.g., quantum computing.
Geometries related to
groups and Lie algebras.
Courses

Representation theory 2019 spring course page
(in Hungarian)
Past courses

Applied Algebra course page (in Hungarian)

Algebraic Number Theory course page (in Hungarian)
 Mathematical Cryptography and Coding Theory
 Coding theory part course page (in Hungarian)

Algebraic and Arithmetical Algorithms
course page
(in Hungarian)

Algebraic Coding Theory course page (in Hungarian)
Topics in Number Theory course page
(in Hungarian)

Finite Fields and Applications course page
(in Hungarian)

Contact

Email:
Gabor_DOT_Ivanyos_AT_sztaki_DOT_mta_DOT_hu

See also
this page at MTA SZTAKI