A unifying framework for 0-sampling algorithms
Graham Cormode, Donatella Firmani · 2014
The problem of building an � 0-sampler is to sample near-uniformly from the support set of a dynamic multiset. This problem has a variety of applications within data analysis, computational geometry and graph algorithms. In this paper, we abstract a set of steps for building an � 0-sampler, based on sampling, recovery and selection. We analyze the implementation of an � 0-sampler within this framework, and show how prior constructions of � 0-samplers can all be expressed in terms of these steps. Our experimental contribution is to provide a first detailed study of the accuracy and computational cost of � 0-samplers.