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The Geometry of Intention: A Complete Causal Manifold of Meaning

Eddy, Nathan
PhilArchive · Papers
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philosophy
We present a unified formalism in which physical, mental, semantic, and teleological phenomena share a single mathematical grammar. The framework generalizes Newton’s second law and Hamiltonian mechanics across domains of causation—mechanical, informa- tional, emotional, and intentional—yielding a coherent Unified Field of Meaning. Intention replaces energy as the conserved universal quantity; free will appears as gauge symmetry; and meaning itself is described by a curvature field on a manifold of causal domains. This system provides a geometric and dynamical basis for the reconciliation of physics, phenomenology, and teleology, including the full morphogenic–metamorphic continuum and higher reflective, transductive, and emanative strata of causation.
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