Symmetry: From Nearest Neighbor Interactions, Density Functional Theory, and Russo-Ukrainian Politics to the Scattering of Particles at the LHC and the CMB
- Stephen Sharma

- Sep 12, 2025
- 3 min read
Why is the universe not some perfectly symmetric crystal? Why is there an asymmetry in the Big Bang that supposedly created the anisotropy observed in the inflationary universe. The space that is filled with CMB radiation from the original quark gluon plasma has undertones of self-similar fractal distributions on the small and large scale. These interactions are manifested by nearest neighbor local quantum (Pythagorean coordinate connected) connections. To the layperson, this means that the energy of interacting particles simply connected in the early universe has somehow amplified and expanded into a perturbed larger universe. The model of the Hubble constant and the inflation of the universe's expansion are parts of a symmetric model based in what General Physics scientists believe is some prime numbered basis function, like a Riemann zeta function. When understanding other quantum systems and then extrapolating them back to the Big Bang, one can analyze DFT or density functional theory to get an understanding of the electronic (and by analogy nuclear) states of many bodied systems. Although the Weyl topological affine connected universe is necessary for a connected diagram description of electronic states with spooky-action-at-a-distance, the results of DFT allow equations of motion (or EOMs) to come to the surface.
This all has implications in understanding a new politics as well. From nearest neighbor interactions, like two interacting electrons, two nation-states, two political systems, or two celestial objects (maybe even an arbitrary number), General Physics scientists can determine the architecture and dynamics of EOMs of variables at play in real world systems. In the case of the Russian Ukrainian conflict, interactions are governed by many interacting spheres: the conduction of operations by Putin and Zelensky, the operations of drones from battalions on the ground, the electronic information interaction between constituents reading propaganda on cell phones, and the nature of entities of nation-states as progenitors of human resources. The Ukrainian situation involves a larger Russian population and a smaller Ukrainian population. Scale invariance implies that the dynamics of these systems is the same, just with a different total sum. This implies that the energy of interaction for a victorious Ukraine must be greater than the sum of the Russia sphere of influence. Additionally, the big picking on the weak, a parasitic relation between invader and invaded must be abstracted. Stability will come when the higher dimensional players (NATO, US, UN, China) see the Russian situation as upending local and consequently global stability. Theories of equilibrium by Serge Lang expand this idea of local and global states of manifolds. To the basic practitioner of physics, this means that the cycle of abuse, from the interacting nearest neighbor, to Ukraine and Russia, to the particles in the LHC, must all express their freedom through stability. Only by stopping conflict will the underlying symmetries of the universe emerge into measurable values.
The universe is a system that observes and is conscious of itself. This is key to understanding emergence of systems and scale invariant architecture. The small and the large, the simple and the complex, the local conflict and the global instability, are all reflections of what General Physics scientists see at the scattering of particles at CERN's LHC. The angles rectify through a randomized distribution that is nested in a statistical harmonic function. What we find is that all things are connected through logical first principles approaches. We must make peace with the underlying thought revolution, the emergence of systems from Big Bang cyclic model philosophies, and from the nearest neighbor local quantum interactions expanding to the uncertainty in politics. Through adequate consultation, observation, measurement, and detection, phenomena can be explained to high order, allowing for better prediction and stability in the world.





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