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  • https://math.libretexts.org/Courses/University_of_California_Davis/UCD_MAT_280%3A_Macdonald_Polynomials_and_Crystal_Bases/qt-Kostka_Polynomials
    Define the integral form Jλ(x;q,t) of these Macdonald polynomials as Jλ(x;q,t)=hλ(q,t)Pλ(x;q,t)=hλ(q,t)Qλ(x;q,t) with \[h_{\lambda}(q...Define the integral form Jλ(x;q,t) of these Macdonald polynomials as Jλ(x;q,t)=hλ(q,t)Pλ(x;q,t)=hλ(q,t)Qλ(x;q,t) with hλ(q,t)=sλ(1qaλ(s)tlμ(s)+1),hλ(q,t)=sλ1qaλ(s)+1tlμ(s) where, for a cell sλ, aλ(s) and lλ(s) represent respectively the arm and leg of s in λ, …

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