Deriving the Canonical Wheeler-DeWitt Equation from the Axioms of the Panvitalistic Theory (PVT): A Discussion of the ADM Formalism in PVT

This paper derives the canonical form of the Wheeler-DeWitt (WdW) equation from the axioms of the Panvitalistic Theory (PVT), a framework that redefines physics as rational comparisons of 6D volumes with time as internal angular curvature ($\pi = T/L$). We discuss the Arnowitt-Deser-Misner (ADM) formalism within PVT, showing how it emerges tautologically from volume invariance constraints. PVT requires a fundamentally new rational-discrete mathematics (no continua, no external time). The WdW equation is therefore not a conventional derivation but an interpretive consequence of inconsistent standard assumptions. This resolves the ``problem of time'' without ad-hoc quantization and positions PVT as the logical foundation for quantum gravity.