Indecomposable invariants of quivers for dimension (2,...,2) and maximal paths, II
Combinatorics
2012-04-26 v4 Algebraic Geometry
Rings and Algebras
Representation Theory
Abstract
An upper bound on degrees of elements of a minimal generating system for invariants of quivers of dimension (2,...,2) is established over a field of arbitrary characteristic and its precision is estimated. The proof is based on the reduction to the problem of description of maximal paths satisfying certain condition.
Keywords
Cite
@article{arxiv.1004.4578,
title = {Indecomposable invariants of quivers for dimension (2,...,2) and maximal paths, II},
author = {A. A. Lopatin},
journal= {arXiv preprint arXiv:1004.4578},
year = {2012}
}
Comments
24 pages; v2. A reference was corrected; v3. final version