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- W1525984673 abstract "for s ∈ C, where the summation runs over all finite dimensional irreducible representations φ of a given semisimple Lie algebra g. It is known that a semisimple Lie algebra is a direct sum of simple Lie algebras and simple Lie algebras of rank r are associated to an irreducible root system of type Xr where X = A,B, . . . , G (see Section 4 for the details). In the case where g is of type A1, the series reduces to the Riemann zeta-function" @default.
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- W1525984673 date "2011-08-01" @default.
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- W1525984673 title "A survey on the theory of multiple Bernoulli polynomials and multiple L-functions of root systems" @default.
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