QUASILINEAR TRANSFORMATION IN ABSTRACT WIENER SPACES

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作者
赵忠信
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[1] Institute of Mathematics
[2] Academia
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<正> In this paper, a study has been made for the theory of the measurable transformation inBanach spaces with Gaussian measure. We have presented a concept for quasilinear transformationin abstract Wiener spaces for which we then give the representation theorem and the variouscorresponding relations between quasilinear transformations and the continuous linear operators inquasi-invariant Hilbert spaces.
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页数:12
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