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A Relational Theory of the Visible

Axiomathes 32 (5):793-816 (2022)

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  1. A Phenomenological Calculus for Anisotropic Systems.A. H. Louie - 2006 - Axiomathes 16 (1-2):215-243.
    The phenomenological calculus is a relational paradigm for complex systems, closely related in substance and spirit to Robert Rosen’s own approach. Its mathematical language is multilinear algebra. The epistemological exploration continues in this paper, with the expansion of the phenomenological calculus into the realm of anisotropy.
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  • More Than Life Itself: A Synthetic Continuation in Relational Biology.A. H. Louie - 2009 - De Gruyter.
    A. H. Louie's More Than Life Itself is an exploratory journey in relational biology, a study of life in terms of the organization of entailment relations in living systems. This book represents a synergy of the mathematical theories of categories, lattices, and modelling, and the result is a synthetic biology that provides a characterization of life. Biology extends physics. Life is not a specialization of mechanism, but an expansive generalization of it. Organisms and machines share some common features, but organisms (...)
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  • A Mathematical Science of Qualities: A Sequel.Liliana Albertazzi & A. H. Louie - 2016 - Biological Theory 11 (4):192-206.
    Following a previous article published in Biological Theory, in this study we present a mathematical theory for a science of qualities as directly perceived by living organisms, and based on morphological patterns. We address a range of qualitative phenomena as observables of a psychological system seen as an impredicative system. The starting point of our study is the notion that perceptual phenomena are projections of underlying invariants, objects that remain unchanged when transformations of a certain class under consideration are applied. (...)
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