The Transition Matrix Between the Specht and ๐ฐ๐ฉ3 Web Bases is Unitriangular With Respect to Shadow Containment
The Transition Matrix Between the Specht and ๐ฐ๐ฉ3 Web Bases is Unitriangular With Respect to Shadow Containment
Abstract Webs are planar graphs with boundary that describe morphisms in a diagrammatic representation category for $\mathfrak{sl}_k$. They are studied extensively by knot theorists because braiding maps provide a categorical way to express link diagrams in terms of webs, producing quantum invariants like the well-known Jones polynomial. One important question โฆ