This paper establishes existence of Lipschitz stratifications in the sense of Mostowski for sets which are definable in a polynomially bounded o-minimal structure. We also improve L. van den Dries and P. Speissegger's preparation theorem for definable functions.
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机译：本文建立了在莫斯托夫斯基意义上的Lipschitz分层存在性，该分层可在多项式有界o最小结构中定义。我们还改进了L. van den Dries和P. Speissegger关于可定义函数的准备定理。
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