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  1. Hierarchies of Δ 0 2 ‐measurable k‐partitions.Victor L. Selivanov - 2007 - Mathematical Logic Quarterly 53 (4-5):446-461.
    Attempts to extend the classical Hausdorff difference hierarchy to the case of partitions of a space to k > 2 subsets lead to non‐equivalent notions. In a hope to identify the “right” extension we consider the extensions appeared in the literature so far: the limit‐, level‐, Boolean and Wadge hierarchies of k ‐partitions. The advantages and disadvantages of the four hierarchies are discussed. The main technical contribution of this paper is a complete characterization of the Wadge degrees of Δ02‐measurable k (...)
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