Horn inequalities on a quiver with an involution
Antoine M\'edoc

TL;DR
This paper provides an inductive description of the cone of semi-invariants for quivers, with a focus on anti-invariant weights in quivers with involution, refining existing inequalities.
Contribution
It introduces a new inductive approach to describe semi-invariant cones and refines inequalities for anti-invariant weights in involutive quivers.
Findings
Inductive description of semi-invariant cones
Refined inequalities for anti-invariant weights
Application to quivers with involution
Abstract
Derksen and Weyman described the cone of semi-invariants associated with a quiver. We give an inductive description of this cone, followed by an example of refinement of the inequalities characterising anti-invariant weights in the case of a quiver equipped with an involution.
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Taxonomy
TopicsAlgebraic structures and combinatorial models · Advanced Combinatorial Mathematics · Advanced Operator Algebra Research
