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- W85889637 abstract "We classify all the quasifinite highest-weight modules over the central extension of the Lie algebra of matrix quantum pseudo-differential operators, and obtain them in terms of representation theory of the Lie algebra $$widehat{{text{gl}}}$$ (∞, R m ) of infinite matrices with only finitely many nonzero diagonals over the algebra R m = $$mathbb{C}$$ [t]/(t m+1). We also classify the unitary ones." @default.
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- W85889637 doi "https://doi.org/10.1023/a:1015757612765" @default.
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