Projection Theory demonstrates how geometry and constraint shape complex structures in lower-dimensional domains, suggesting new insights for philosophy of science.
This paper presents Projection Theory as an ontological framework for understanding how complex structures arise through dimensional translation. By examining the interplay between geometry, constraint, and expression, the article describes how higher-order forms are preserved, reduced, or transformed when projected into lower-dimensional domains. The work synthesizes concepts from philosophy of science, topology, cognitive structure, and comparative ontology, situating Projection Theory alongside simulation theory, idealism, structural realism, and related models. The result is a coherent account of the architecture of reality that emphasizes relational order, invariants, and the generative role of dimensional boundaries.
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Storm (2025) studied this question.
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