New Donsker classes

@inproceedings{Vaart1996NewDC,
  title={New Donsker classes},
  author={Aad van der Vaart},
  year={1996}
}
Several classes of functions are shown to be Donsker by an argument based on partitioning the sample space. One example is the class of all nondecreasing functions f : R → R such that 0 ≤ f ≤ F for a given function F with ∫F 2 dP/ √P < ∞. 
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