Conway’s Law is a category-theoretic statement; it asserts the existence of a homomorphism on graphs, mapping from modules to code authors. Quoting Conway’s original paper:
Speaking as a mathematician might, we would say that there is a homomorphism from the linear graph of a system to the linear graph of its design organization.
The author does not really show an understanding or respect for the underlying maths.
Nothing to do with category theory. A homomorphism of linear graphs is a fairly concrete object, and Conway only uses graph theoretic terminology to clarify his semi-formal exposition. Dunno if I’d say there’s much math not being respected.
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Conway’s Law is a category-theoretic statement; it asserts the existence of a homomorphism on graphs, mapping from modules to code authors. Quoting Conway’s original paper:
The author does not really show an understanding or respect for the underlying maths.
Nothing to do with category theory. A homomorphism of linear graphs is a fairly concrete object, and Conway only uses graph theoretic terminology to clarify his semi-formal exposition. Dunno if I’d say there’s much math not being respected.