Scalar-Vector-Spinor Effective Field Theory: A 5D Cl(2,3) Physical Unification

This monograph develops a five-dimensional Scalar-Vector-Spinor Effective Field Theory (5D SVS-EFT) as a Clifford-algebraic research architecture for physical unification. Its central hypothesis is that scalar, vector, bivector, spinorial, gauge, gravitational, and information-sensitive structures may be organized as projections of a single five-dimensional Clifford-valued state rather than as unrelated field ingredients. The framework is deliberately presented as an effective field theory, not as a completed ultraviolet theory of everything. This distinction is central to the scholarly posture of the book: algebraic identities, interpretive postulates, phenomenological embeddings, and empirical predictions are kept conceptually separate.

The core edition strengthens the orthodox foundation of the proposal by placing the compact real-imaginary order coordinate within the broader lineage of quantum information cosmology. From Landauer’s thermodynamic cost of logical irreversibility to black-hole entropy, holographic bounds, AdS/CFT duality and the ER=EPR proposal, modern fundamental physics increasingly treats information, geometry and quantum entanglement as mutually constraining rather than merely metaphorical. SVS-EFT interprets its real-imaginary time co-ordering energy-information sector as a 5D Clifford-algebraic mathematical extension of that lineage, while preserving the conservative status of an effective field theory.