Two Decomposition Schemes of Energy in World Quantum Theory
Abstract
This paper systematically distinguishes and analyzes two decomposition schemes of total energy E_q within the framework of World Quantum Theory (WQT). The first is the orthogonal decomposition (static energy E_m and dynamic energy E_p), subject to the Pythagorean constraint E_m² + E_p² = E_q², used to derive relativistic dynamics and the energy-momentum relation. The second is the algebraic decomposition (form energy V_e and run energy T_e), subject to the linear constraint T_e + V_e = E_q, used to define voltage, current, and the electromagnetic constants εₓ, μₓ. This paper explicitly establishes the mathematical relations between the two decompositions and demonstrates that standard physics has never made this distinction, conflating the two structures into one. Keywords: World Quantum Theory, orthogonal decomposition, algebraic decomposition, static energy, dynamic energy, form energy, run energy
Read the paper
Related studies
- Chaos and quantum thermalization
- The Dalton quantum chemistry program system
- Cord Blood Leptin and Adiponectin as Predictors of Adiposity in Children at 3 Years of Age: A Prospective Cohort Study
- Quantitative metabolomics by H-NMR and LC-MS/MS confirms altered metabolic pathways in diabetes
- Stable adiabatic quantum batteries
- A novel self-lipid antigen targets human T cells against CD1c(+) leukemias
Go deeper in Evidence Hub
Evidence Hub adds a study data sheet (design, sample size, evidence level, key numbers), an AI summary and a chat grounded in the paper's text.