Let T(w) = w + u(w) be a Cameron-Martin perturbation of the identity. The formal infinite dimensional extension of the Sard inequality, mu(TA) less than or equal to integral(Lambda)Lambda d mu, is shown to hold and applications to absolute continuity on Wiener space are presented. (C) 1997 Academic Press. [References: 15]
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机译：令T（w）= w + u（w）是Cameron-Martin对恒等的扰动。证明Sard不等式的形式无穷大维扩展mu（TA）小于或等于积分（λ） Lambda d mu成立，并提出了在Wiener空间上绝对连续性的应用。 （C）1997学术出版社。 [参考：15]
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