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ζ(−2 + ib) AS A QUANTUM GRAVITATIONAL FIELD: Dimensional Symmetry and Casimir Effects: Innovations in Muon Physics and Dimensions Induction

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Description

What if the number of dimensions we perceive were not a fixed given of the universe, but a state modulated by the boundary conditions of the quantum vacuum? In this book, Robert Dosseh-Kpotogbey proposes a radical answer to one of the oldest questions in theoretical physics: why do we observe exactly three spatial dimensions and one temporal dimension? Rather than compactifying extra dimensions behind inaccessible energy scales, the author develops a complete spectral architecture linking the non-trivial zeros of the Riemann zeta function, ζ(−2+ib), to a genuine quantum gravitational field. Three pillars structure this exploration: Matter-Dimensions Symmetry (MDS) — a spin-dimension correspondence generalised into a complete hierarchy of dimensional structures, distinguishing existing, effective, and felt dimensions, governed by families of Diophantine solutions. Generalised Casimir Effect — from the classical parallel-plate configuration to spherical, cylindrical, and branar geometries, reinterpreting quantum vacuum forces as the physical engine enabling dimensional transition. Dimensional Modification Technology (DMT) — the architecture of a Dimensional Resonator and the experimental protocols envisioned for observing these transitions, with implications for muon physics and the unification of fundamental forces. At the crossroads of string theory, the AdS/CFT correspondence, and analytic number theory, this book speaks to researchers and curious minds alike who wish to rethink the very geometry of reality.

Product Specifications

Format
paperback
Domain
Amazon UK
Release Date
02 July 2026
Listed Since
08 July 2026

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