• Common Clocks, Spatial Connectivity and Mechanical Mass — A proposed combined clock, spectral connectivity and rest-mass construction, with its field-realization and selection limits.

  • Joint Mass and Ratio Accuracy Under the Fixed IDWT Prescription — Electron-only joint precision comparison, all-rung coverage, overlap correction and a complete reproduction appendix.

  • From Particle Masses to Shared Geometry — The Case for Investigating IDWT — A counting rule organizes particle masses by dimensional depth. Spin, clock, color, charge and polarization calculations meet that organization under explicit premises. This account connects the shared geometric structure, its numerical comparisons and explicit field constructions.

  • The Case for Investigating IDWT Particle Geometry — A reproducible account of the frequency-pattern discovery, simplex mass law, sector scales, geometric particle properties and compatibility of their assumptions in ordinary ten-dimensional space plus time.

  • The Case for Investigating IDWT's Sector Structure — A constrained mass pattern, conditional dimensional discriminators and explicit higher-dimensional field constructions make a reproducible case for investigating depths two, three, four, five, six and ten. The evidence includes results shared by six and ten, with physical assumptions and unresolved selection kept explicit.

  • An Introduction to Infinite Dimensional Wave Theory — An accessible introduction to particles of different dimensionalities in one shared higher-dimensional physical space, the constrained mass pattern and the recent geometric and dynamical results.

  • Sector Structure Technical Evidence Map — A complete subject map of the earlier sector case, preserving access to its detailed derivations while the front article follows the corrected higher-dimensional spatial picture.

  • Research status — Current sector-structure evidence, higher-dimensional geometry, corrected orbit and static-response calculations, and the complete reference-inertia construction, with dated action scopes and open mass-operator requirements.

  • Shared Mathematics Builds Contact, Color and Shape Response — Worked combinations connect spatial counting with transport, color with pair response and charge consistency, and angular shapes with their small oscillations.

Topic navigation; Research index lists all notes.