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Does anybody know a reference that discusses moderate growth (continuous or measurable) functions on complex algebraic varieties?

I'm interested in such a discussion in the generality of varieties that are not necessarily smooth or affine. I'm especially interested in the behavior of such functions w.r.t. proper maps.

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I learnt about moderate growth from Deligne's book on differential equations. But I am not sure if the singular case is treated there. – Heinrich Hartmann Apr 11 '12 at 7:50

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