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I think there is an error for the identity M_K_m,n in terms of the Laguerre polynomial. In the definition of big M sub G for G=K_m,n we would have to replace n with m+n and then the highest power term would be m_0 x^(m+n) but in the Laguerre definition the highest power is C(m,0)x^2n all this assuming that m >= n. I think the Laguerre definition is missing a factor of x^(m-n) --Steve K
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