The following pages link to Macdonald polynomials at \(t=q^k\) (Q984991):
Displaying 12 items.
- A combinatorial approach to the \(q,t\)-symmetry relation in Macdonald polynomials (Q289979) (← links)
- Jack polynomial fractional quantum Hall states and their generalizations (Q632049) (← links)
- Deformed Kazhdan-Lusztig elements and Macdonald polynomials (Q645972) (← links)
- Deformed Macdonald-Ruijsenaars operators and super Macdonald polynomials (Q842479) (← links)
- Higher order Macdonald operators with stability properties and their applications (Q883180) (← links)
- Macdonald's polynomials and representations of quantum groups (Q1901656) (← links)
- A short proof of the integrality of the Macdonald \((q,t)\)-Kostka coefficients (Q1974769) (← links)
- Connections between vector-valued and highest weight Jack and Macdonald polynomials (Q2159581) (← links)
- Kerov functions for composite representations and Macdonald ideal (Q2295511) (← links)
- Fundamental expansion of quasisymmetric Macdonald polynomials (Q2680972) (← links)
- Symmetric polynomials vanishing on the shifted diagonals and Macdonald polynomials. (Q4804796) (← links)
- Interpolation, integrality, and a generalization of Macdonald's polynomials (Q5691611) (← links)
