Explores a novel formulation of knot theory using Minkowski distance matrices, revealing how causal structure encodes topological crossings as unavoidable tangencies in the metric sheet.
Projects input vectors into Minkowski spacetime and computes complex-valued pseudo-distances to learned reference points, encoding causal structure through timelike vs. spacelike intervals.
Comprehensive technical framework for simulating multiply-connected spacetime manifolds with polyhedral topology, quantum field eigenmodes, and cosmic mirage analysis to quantify size distortion effects in small universe models.
A mathematical framework applying relativistic principles to moral philosophy, modeling ethical relationships as observer-dependent across capability gradients.
A novel framework extending Causal Set Theory through quantum groups at roots of unity, providing a discrete model for quantum spacetime that preserves both causal ordering and quantum coherence.
A novel framework for understanding quantum information and spacetime structure through braid group equivalence classes and discrete causal networks.
Revolutionary approach to quantum gravity through retarded field interactions in flat spacetime, eliminating the need to quantize geometry
Novel computational framework for orbital mechanics incorporating relativistic effects through retarded-time gravitational interactions with potential applications to galactic dynamics
A theoretical framework proposing consciousness as relativistic spacetime geometry created by neural quantum field dynamics, resolving the hard problem of consciousness.
A unified framework for quantum gravity theories based on observer-dependent projections of atemporal quantum foam, explaining dimensional selection and temporal asymmetry.
Theoretical framework for manipulating quantum substrate underlying spacetime through high-energy photon interactions, enabling artificial gravity, superluminal communication, and multiverse access.
