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- W2149650064 abstract "Let f,g:U→𝔸 1 be two regular functions from the smooth affine complex variety U to the affine line. The associated exponential Gauß-Manin systems on the affine line are defined to be the cohomology sheaves of the direct image of the exponential differential system 𝒪 U e g with respect to f. We prove that its holomorphic solutions admit representations in terms of period integrals over topological chains with possibly closed support and with rapid decay condition." @default.
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- W2149650064 date "2008-01-01" @default.
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- W2149650064 title "Integral representations for solutions of exponential Gauß-Manin systems" @default.
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