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Original Research

IJIIM. 2026; 2(1): 0-0


Tetrad Field Theory

Antonio Gr Manzalini.



Abstract
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Former analysis and studies, available in the prior-art, have already argued that if fundamental constants - such as the speed of light (c), Planck’s constant (ℏ), the gravitational constant (G), and the fine structure constant (α) were dynamic - the universality of current laws is lost but replaced by deeper, truly universal “meta-laws” governing the evolution of these fields.
In this direction, the Tetrad Field Theory (TFT) proposes a conceptual and mathematical framework in which four fundamental fields interact to shape both the structure and dynamics of reality.
Specifically, it posits that reality is stratified into four co-implicated layers—the Planck Field (Φ), the Alpha Field (α), the Informational Field (I), and the Matter Field (M).
These fields provide a substrate that integrates quantum, cosmological, and consciousness-related phenomena. Unlike conventional physics, which treats fundamental constants as fixed parameters, TFT promotes them to dynamic fields, whose interactions underpin the emergence of coherent structures and patterns.
This article summarizes the TFT theory’s foundations, the role of each field, and the implications for physics, consciousness, and the unification of quantum and cosmological perspectives.
The primary contribution of TFT is the establishment of a coherent ontological hierarchy that formalizes the mechanism of unfolding, which was a central conceptual gap in Bohm’s influential theory. By introducing the Alpha Field as the mediator, the theory provides a mechanism whereby pure possibility (Planck Field) is channeled into persistent form (Matter Field). Furthermore, the theory provides a dynamic interpretation for quantum entanglement (non-local informational field) suggesting it is the expression of an emergent geometric coherence that maintains the undivided wholeness of the cosmic system.

Key words: Universality, Planck Field, Alpha Field, Informational Field, Matter Field, Implicate Order







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