Affine Lie Algebras, Weight Multiplicities and Branching Rules I

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The t-analog of the basic string function for the twisted affine Lie Algebras 11.04.2012

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Moody; J. Patera; R. W Lemire, Stability in modules for classical Lie algebras—a constructive approach , Mem. Google Scholar. Benkart, S.


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Bremner, R. Moody, and J. Patera, Tables of dominant weight multiplicities for representations of simple Lie algebras , Marcel Dekker, New York, Kass, R. Moody, J. Patera, and R.

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Slansky, Affine Lie algebras, weight multiplicities and branching rules , Vols. Stanton, ed. AppL, Vol. King and S. Plunkett, The evaluation of weight multiplicities using characters and S-functions , J. A 9 , — Algebra , — McKay and J. Patera, Tables of dimensions, indices, and branching rules for representations of simple Lie algebras , Marcel Dekker, New York, Ablowitz and J. Ladik, Nonlinear differential-difference equations , J.

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metgastziltore.tkentation theory - Reference on Highest Weight Module of Kac-Moody Algebra - MathOverflow

Bluman and S. Kumei, Symmetries and differential equations , Springer, New York, Lie approach. Miola, ed.

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Capri, , Lecture Notes in Comput. Levi and O. Ragnisco, Nonlinear differential-difference equations with n-dependent coefficients. A 12 , L—L; Nonlinear differential-difference equations with n-dependent coefficients. II, J. A 24 , ; R. Benguria and D. USA 77 , No. Levi, L. Pilloni, and P.

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