
eBook - PDF
Algebra
Proceedings of the International Algebraic Conference on the Occasion of the 90th Birthday of A. G. Kurosh, Moscow, Russia, May 25-30, 1998
- 430 pages
- English
- PDF
- Available on iOS & Android
eBook - PDF
Algebra
Proceedings of the International Algebraic Conference on the Occasion of the 90th Birthday of A. G. Kurosh, Moscow, Russia, May 25-30, 1998
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Information
Table of contents
- Schedule of Talks
- A word about Kurosh
- Two methods for solving the linear problem of elimination
- Strictly stratified algebras
- Randomness: algebraic, statistical and complexity theory aspects
- General quantum polynomials
- Gröbner bases and involutive bases
- Codimension growth and graded identities
- On certain non-finitely based varieties of groups
- G-connectedness of compact Kahler manifolds, II. Solvable quotients of Kahler groups
- Finite groups with the same character tables, Drinfel’d algebras and Galois algebras
- The profinite completion of certain torsion p-groups
- Birational correspondences of a double cone
- Groups with neighborhood conditions for certain lattices
- Subalgebra membership problem and subalgebra standard basis
- Graded algebras generated by Eulerian derivatives
- Characterizations of projective spaces and hyperquadrics
- Non additive Morita theory. A survey
- Modular Lie algebras: new trends
- On generic coverings of the plane
- General version of standard bases in linear structures
- Division rings generated by group rings and enveloping algebras
- Some notes on universal algebraic geometry
- Groups with all irreducible modules of finite degree
- Schreier’s formulae for free Lie algebras, their applications and asymptotics
- Conditional terms and their applications
- Blow-ups of canonical singularities
- On the growth of identities
- Radical and residual classes of finite groups
- Speciality and deformations of algebras
- Infinite torsion groups arising as generalizations of the second Grigorchuk groups
- Brauer groups of curves and reciprocity law in Brauer groups of their function fields
- Mathematical systems