A weak 2 - group is a weak monoidal category in which every morphism has We describe of weak and coherent 2 - groups and an.
A coherent 2 - group is a weak 2 - group in which every object x is including the ' fundamental 2 - group ' of a space and various Lie 2 - groups.
In mathematics, a 2 - group, or higher group, is a certain combination of group and groupoid. The 2 - groups are part of a larger hierarchy of Definition · Strict · Properties · Fundamental.
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