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P-space
In the mathematical field of topology, there are various notions of a ''P''-space and of a ''p''-space. ==Generic use==
The expression ''P-space'' might be used generically to denote a topological space satisfying some given and previously introduced topological invariant ''P''.〔Aisling E. McCluskey, ''Comparison of Topologies (Minimal and Maximal Topologies)'', Chapter a7 in Encyclopedia of General Topology, Edited by Klaas Pieter Hart, Jun-iti Nagata and Jerry E. Vaughan, 2003 Elsevier B.V.〕 This might apply also to spaces of a different kind, e. g., non topological, or with additional structure.
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