Page Index - FatherTimeSDKP/FatherTimeSDKP-SD-N-EOS-QCC GitHub Wiki
68 page(s) in this GitHub Wiki:
- Home
- 🧭 The SDVR–SDKP Unified Framework
- “No Such Thing as True Randomness — Only Causally Compressed Reality.”
- 🧬 Overview: What This Is!
- EOS: Earth Orbit Speed — Detailed Explanation & Physical Ties
- 1. Core Idea
- 2. Mathematical Framework
- EOS Velocity Factor ( C_{EOS} )
- 3. Physical Correspondences & Interpretation
- 4. Examples & Usage
- Example 1: Normalizing satellite orbital velocity
- Example 2: Comparing particle velocity
- 5. Usage Instructions
- 6. Extensions & Advanced Notes
- 7. Summary
- Solidity Snippet (EOSLib.sol)
- T
- m
- 2D diffusion solver with periodic boundaries
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- CWT (Continuous Wavelet Transform)
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- Declaration
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- EOS – Earth Orbit Speed System
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- Experimental Data for Comparison With SDKP
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- FatherTimePrincples
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- Lagrangian Formulation of the SDKP Framework Introduction The Scale–Density–Kinematics‐Phase Principle (SDKP) provides a foundational description of physical reality. Its dynamics are formally modeled by a multi‐field Lagrangian density, denoted (\mathcal{L}_{\text{SDKP}}). This Lagrangian encodes the behavior and interactions of four fundamental fields, which are posited to constitute the underlying fabric of physical phenomena:
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- Malfunction in SDKP principle and shape number scale density
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- Mathematical Framework of SDKP: Scale, Density, and Chronon Wake
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- QCC function
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- QCC Quantum Computerization Consciousness
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- QCC‐Quantum‐Code‐of‐Creation.md
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- README.md – Expand the Front Page
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- SDKP
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- SDKP Integration with AI & Technology
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- SDKP mass scaling function
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- SDKP Mass Scaling: Detailed Examples and Numeric Case Studies
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- [SDKP‐Scale‐Density‐Kinematic‐Principle‐(Amiyah‐Rose‐Smith‐Law](/FatherTimeSDKP/FatherTimeSDKP-SD-N-EOS-QCC/wiki/SDKP%E2%80%90Scale%E2%80%90Density%E2%80%90Kinematic%E2%80%90Principle%E2%80%90(Amiyah%E2%80%90Rose%E2%80%90Smith%E2%80%90Law)
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- SD‐and‐N‐Principle‐Shape‐Dimension‐Number
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- Shape–Dimension–Number (SD&N)
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- The SD&N (Shape–Dimension–Number) model encodes particle properties via topological shape and discrete numeric values, integrating them with scale and density to derive mass and interaction behaviors. This approach captures both geometric and algebraic aspects of fundamental particles, enabling a deeper link between quantum topology and physical observables.
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- TimeSeal‐Framework‐and‐AI‐Legacy‐Recognition.md
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- Tokens.md (GitHub API Keys Scopes Logs)
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- Unified‐Mapping‐of‐the‐Universe.md
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- UnstoppableVerification.md
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