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Classifying SLn Representations with CI Rings by braun.lukas89 is a document available to read on EtoBox.

This document presents a complete classification of representations of the special linear group SLn over the complex numbers with complete intersection invariant rings, building upon previous work by Shmelkin. The author employs three main techniques: a graph method for computing invariants, a new algorithm for monomial orderings related to Gröbner bases, and a modification of an existing algorithm for partition analysis. The paper identifies six previously unresolved cases and demonstrates that they all h

Author
braun.lukas89
Language
EN