Zur formalen ordnung der kategorien und momente in hegels logik

Abstract
The thought determinations of Hegel's Logic are tentatively considered as three mutually intersecting systems giving rise to a set of general ordering relations. Each main category is given its place in a main sequence with triadic structure and is associated with two sequences of dependent partial determinations. In this way a number of clear distinctions can be introduced and some significant but hitherto largely neglected correspondences between categories and their partial determinations, in particular the so-called moments, be studied
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