Pages that link to "Item:Q854109"
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The following pages link to Lusztig's \(q\)-analogue of weight multiplicity and one-dimensional sums for affine root systems (Q854109):
Displaying 11 items.
- Affine crystals, one-dimensional sums and parabolic Lusztig \(q\)-analogues (Q444199) (← links)
- Hall-Littlewood polynomials, alcove walks, and fillings of Young diagrams (Q626764) (← links)
- Stable rigged configurations for quantum affine algebras of nonexceptional types (Q639551) (← links)
- From Macdonald polynomials to a charge statistic beyond type \(A\) (Q662036) (← links)
- On \(q\)-analogs of weight multiplicities for the Lie superalgebras \(\mathfrak{gl}(n,m)\) and \(\mathfrak{spo}(2n,M)\) (Q835653) (← links)
- Quantization of branching coefficients for classical Lie groups (Q868874) (← links)
- Crystal graphs and \(q\)-analogues of weight multiplicities for the root system \(A_ n\) (Q1903517) (← links)
- Lusztig's \(t\)-analogue of weight multiplicity via crystals (Q2090733) (← links)
- Stabilization phenomena in Kac-Moody algebras and quiver varieties (Q3419727) (← links)
- Weight Multiplicities and Young Tableaux Through Affine Crystals (Q5877463) (← links)
- Atomic decomposition of characters and crystals (Q5919038) (← links)
