New Theory of Reality Through Conflict of Potencies

This work presents of the Meta-Monist ontological framework, formalizing reality as emergent tension between differentiated potencies—being A′A′A′ and non-being −A′0−A′₀−A′0—within a dynamic tensor field. The core equation A=τ(A′)⊕ι(−A′0)A = \tau(A′) \oplus ι(−A′₀)A=τ(A′)⊕ι(−A′0) introduces a non-commutative binding of activated and indifferent modes via tension operator τ and null embedding ι, generating second-order form tensors. The modal space M=⨂∇DkM = \bigotimes \nabla D_kM=⨂∇Dk spans temporal (∇T∇T∇T), spatial (∇S∇S∇S), material (∇U∇U∇U), and cognitive (∇C∇C∇C) gradients. Form evolution obeys a dynamic equation balancing binding potential, dissipation, ontological noise, and memory retention. Quantum-grade operators extend this dynamics into Fock spaces with unified expressions for gravity, antigravity, and electromagnetism. The model predicts fractal cosmic structures, quantum decoherence traces, and consciousness signatures as emergent from structured ∇U tension. This revision offers a computationally viable, ontologically grounded alternative to metric-based physics, uniting form genesis, phase stability, and observational phenomena under a single intensional architecture.