
The concept of a tolerance net formalises simultaneously spatial closeness and nearness of neuronal activity. A method of constructing tolerance group nets is presented, leading to a means of construction of all very homogenous tolerance nets as group quotients. The dihedral group of order eight is taken as an illustrative example.
dihedral group, Other natural sciences (mathematical treatment), Physiological, cellular and medical topics, spatial closeness, Word problems, other decision problems, connections with logic and automata (group-theoretic aspects), Circuits, networks, General biology and biomathematics, neuronal activity, nearness, constructing tolerance group nets
dihedral group, Other natural sciences (mathematical treatment), Physiological, cellular and medical topics, spatial closeness, Word problems, other decision problems, connections with logic and automata (group-theoretic aspects), Circuits, networks, General biology and biomathematics, neuronal activity, nearness, constructing tolerance group nets
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