Presents a Regge-calculus route to the gravitational constant using a horn-torus microgeometry as the boundary structure.
https://www.researchgate.net/publication/401544293_DERIVING_THE_GRAVITATIONAL_CONSTANT_FROM_REGGE_CALCULUS_VIA_A_HORN-TORUS_MICROGEOMETRY
Explores topological stabilization by combining MCBT and HLV-vortex concepts for AGI-inspired system design.
https://www.researchgate.net/publication/400920796_DYNAMIC_TOPOLOGICAL_STABILIZATION_A_GEOMETRIC_SYNTHESIS_OF_MCBT_AND_HLV-VORTEX_WITH_APPLICATIONS_TO_AGI-INSPIRED_ARCHITECTURES_V10_Catalin_Gherciu_Independent_Researcher
Applies toroidal quantisation as a geometric control layer intended to constrain entropy-based machine learning behavior.
https://www.researchgate.net/publication/400360689_TOROIDAL_QUANTISATION_AS_A_GEOMETRIC_CONTROL_LAYER_FOR_ENTROPY-BASED_MACHINE_LEARNING_V10
Interprets the Mayan calendar through toroidal time structure and entropic horizon concepts.
https://www.researchgate.net/publication/400172550_TOROIDAL_TIME_AND_ENTROPIC_HORIZONS_A_STRUCTURAL_ANALYSIS_OF_THE_MAYAN_CALENDAR_V10
Extends toroidal quantisation into CNC machining as an executable geometric constraint framework.
https://www.researchgate.net/publication/400117639_TOROIDAL_QUANTISATION_AS_AN_EXECUTABLE_CONSTRAINT_IN_CNC_MACHINING_V10
Looks at large datasets through toroidal statistical geometry, with emphasis on outliers and executable preconditioning.
https://www.researchgate.net/publication/400078528_TOROIDAL_QUANTIZATION_OF_LARGE_DATASETS_STATISTICAL_GEOMETRY_OUTLIER_STRUCTURE_AND_EXECUTABLE_PRECONDITIONING_FOR_MACHINE_LEARNING_V10
Defines decision boundaries under toroidal state constraints, including confidence limits, abstention, and admissible action.
https://www.researchgate.net/publication/400080417_EXECUTABLE_DECISION_BOUNDARIES_UNDER_TOROIDAL_STATE_CONSTRAINTS_CONFIDENCE_SATURATION_ABSTENTION_AND_ADMISSIBLE_ACTION_IN_MACHINE-REALIZED_LEARNING_SYSTEMS_V10
Frames executable topology as a common constraint layer connecting geometric reasoning and machine-realised learning systems.
https://www.researchgate.net/publication/400080905_EXECUTABLE_TOPOLOGY_AS_A_UNIFYING_CONSTRAINT_IN_GEOMETRY_AND_MACHINE-REALISED_LEARNING_SYSTEMS_V10
Proposes a boundary-driven holographic treatment of time and entropy from a single unifying premise.
https://www.researchgate.net/profile/Charles-Levine-5
Examines gravity and time dilation through angular boundary curvature with an explicitly metrological approach.
https://www.researchgate.net/publication/400059240_ANGULAR_ORIGIN_OF_GRAVITY_AND_HOLOGRAPHIC_GEOMETRY_A_METROLOGICAL_APPROACH_TO_BOUNDARY_CURVATURE_AND_TIME_DILATION_V10
Applies toroidal limits to stochastic gradient dynamics so machine learning remains inside executable boundary conditions.
https://www.researchgate.net/publication/400069008_TOROIDAL_LIMITS_IN_MACHINE_LEARNING_EXECUTABLE_BOUNDARY_CONDITIONS_FOR_STOCHASTIC_GRADIENT_DYNAMICS_V10
Introduces toroidal limits as executable boundary conditions for machine learning systems.
https://www.researchgate.net/publication/400051736_TOROIDAL_LIMITS_AS_EXECUTABLE_BOUNDARY_CONDITIONS_IN_MACHINE_LEARNING_V10
Uses toroidal quantisation as a boundary-curvature method to derive and illustrate the cosmological constant.
https://www.researchgate.net/publication/399959003_TOROIDAL_QUANTISATION_AS_A_BOUNDARY-CURVATURE_METHOD_A_WORKED_DERIVATION_ILLUSTRATING_THE_COSMOLOGICAL_CONSTANT_V10
Compares GD&T principles with Regge calculus to highlight structural parallels between metrology and discrete geometry.
https://www.researchgate.net/publication/399114572_A_COMPARATIVE_STUDY_OF_GEOMETRIC_DIMENSIONING_AND_TOLERANCING_AND_REGGE_CALCULUS_V10
Derives the horn-torus convergence point within a Regge-calculus framework.
https://www.researchgate.net/publication/399012283_A_REGGE-CALCULUS_DERIVATION_OF_THE_HORN-TORUS_CONVERGENCE_POINT_V10
Introduces Regge calculus as a geometric discretisation method for general relativity.
https://www.researchgate.net/publication/398821776_AN_INTRODUCTION_TO_REGGE_CALCULUS_A_GEOMETRIC_DISCRETISATION_OF_GENERAL_RELATIVITY_V10
Develops exact minimal and maximal toroidal closures for the brachistochrone curve using boundary-based geometric reasoning.
https://www.researchgate.net/publication/398640211_EXACT_MINIMAL_AND_MAXIMAL_TOROIDAL_CLOSURES_OF_A_BRACHISTOCHRONE_CURVE_V25
Studies metric realisation and curvature amplitude in an overconstrained 21:16 Regge lattice.
https://www.researchgate.net/publication/398559141_METRIC_REALISATION_AND_CURVATURE_AMPLITUDE_IN_AN_OVERCONSTRAINED_2116_REGGE_LATTICE_V10
Builds a per-radian holographic quantisation framework linking gravity and the QCD θ-sector through boundary structure.
https://www.researchgate.net/publication/398511747_PER-RADIAN_HOLOGRAPHIC_QUANTISATION_A_UNIFIED_BOUNDARY_FRAMEWORK_FOR_GRAVITY_AND_THE_QCD_th-SECTOR
Explores complex-phase geometry and finite polygonal closure through the complex-pi equation.
https://www.researchgate.net/publication/398511843_COMPLEX-PI_EQUATION_FINITE_POLYGONAL_CLOSURE_AND_COMPLEX-PHASE_GEOMETRY
Presents discrete radian geometry as a boundary refinement of Regge calculus.
https://www.researchgate.net/publication/398303444_DISCRETE_RADIAN_GEOMETRY_AS_A_BOUNDARY-REFINEMENT_OF_REGGE_CALCULUS_V10