Authors: Yu. N. Bratkov
By comparing homological algebra and socionics, so-called intuitive space is a kind of a Grothendieck topos (some category of sheaves). Thus, one could look for sheaf structures in the intuitive space. Examples of such sheaf structures are demonstrated.
Comments: 18 pages, Russian
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[v1] 2014-06-14 09:41:55
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