Abstract
This article reviews earlier articles on the topic of residuality theory and places residuality theory in the context of the complexity sciences, relating the major concepts of residuality theory in terms of Kauffman Networks, complex networks, random simulations, and attractors. This paper aims to outline the logic of the theory and to expand on the use of matrices for encouraging emergent component decomposition, at the same time as proposing a related theory of software engineering that allows comparison between residuality theory and other approaches.
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