Compiled collection — Extended Classical Mechanics (ECM) research papers. Organized TOC with short abstracts. Click any section to expand details.
The complete consolidated ECM Research Papers collection is available as a single PDF. You may view or download it using the link below:
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This PDF corresponds exactly to the papers listed in the Table of Contents below.
Abstract: Introduces ECM from first principles using a concrete case study. Establishes the NAM–ΔPEᴇᴄᴍ–aᵉᶠᶠ structure, distinguishing ECM’s frequency-governed mass–energy transformations from conventional kinetic interpretations and setting the stage for applied ECM modeling.
Abstract: Provides a foundational exposition of ECM: how mass, energy, frequency, and effective acceleration operate as coupled transformation mechanisms. Replaces relativity-first heuristics with ECM’s neutralization logic, clarifying emergent time and effective mass behavior.
Abstract: Examines time as an emergent distortion effect in ECM produced by potential-energy and effective-mass changes. Reframes temporal evolution as frequency-driven transformation rather than a primary geometric coordinate.
Abstract: Recasts physical dimensions into an L-Power formalism (L¹–L⁴). Presents dimensions as structural operators, provides transition rules and charts, and demonstrates how to map classical, electromagnetic and quantum relations into the L-power framework.
Abstract: Defines frequency–energy relations within ECM, clarifying ΔMₘ and Mᵉᶠᶠ notation and showing how energy increments track via frequency. Presents KEᴇᴄᴍ forms and the mass-manifestation bookkeeping needed for pre-Planck analyses.
Abstract: Clarifies structural distinctions among kinetic, potential, and frequency-based energies. Integrates Planck-scale frequency logic with classical constructs and re-establishes layered mass–energy relations absent in conventional treatments.
Abstract: Models pre-universe mass distribution via Mᵉᶠᶠ and rest mass components. Describes how frequency-energy accumulations shape initial mass architecture and drive early cosmological dynamics under ECM assumptions.
Abstract: Argues that dark energy naturally emerges from NAM reduction and effective acceleration interplay. Proposes a dynamical ECM interpretation that obviates a separate cosmological constant by treating dark energy as an emergent process.
Abstract: Reconstructs cosmic expansion using ECM’s frequency-driven effective acceleration and NAM neutralization principles. Presents an alternative to curvature-based inflation with a consistent pre-Planck narrative.
Abstract: Develops a phase-kernel representation of gravity where ΔPEᴇᴄᴍ gradients and frequency modulation create force interactions — offering a non-geometric, ECM-rooted alternative to general relativity’s curvature picture.
Abstract: Examines gravitational coupling in the 0-D limit, showing how pure potential-energy transitions generate effective forces and micro-scale interactions independent of spacetime geometry.
Abstract: Analyzes micro-gravitational forces using potential-energy kernels at the smallest scales. Demonstrates how tiny ΔPEᴇᴄᴍ effects can define quantum-scale gravitational behavior in ECM.
Abstract: Formally defines effective acceleration and the transformation coefficient. Demonstrates how these operators govern motion, NAM transitions, and energy redistribution in ECM models and sample applications.
Abstract: Explores negative apparent mass and potential-energy inversion. Shows how frequency transitions create mass variations that influence gravitational and dynamical outcomes across scales.
Abstract: Studies Δf perturbations, Planck-time spans and phase evolution at the 0-D boundary. Provides the explicit frequency → phase → Δt pathway that underpins ECM’s Planck-scale manifestation kernel.
Abstract: Presents a unified ECM framework combining frequency-mass equivalence, entropic time distortion, and mechanisms for cosmic self-regulation. Explains how NAM decay and ΔPEᴇᴄᴍ transitions stabilize large-scale evolution.
Abstract: Comprehensive cosmic-scale treatment of ECM gravity and motion. Develops the inverse-square NAM field model and large-scale ECM equations that drive the universal self-regulating dynamics.
