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 Baker-Akhiezer functions and generalised Macdonald-Mehta integrals


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For the rational Baker-Akhiezer functions associated with special arrangements of hyperplanes with multiplicities we establish an integral identity, which may be viewed as a generalisation of the self-duality property of the usual Gaussian function with respect to the Fourier transformation. We show that the value of properly normalised Baker-Akhie

Author: M. V. Feigin; M. A. Hallnas; A. P. Veselov

Source: https://archive.org/



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