Prof Gone Mad - Mass скачать в хорошем качестве

Prof Gone Mad - Mass

Disclaimer: Just a brainstorm, not established physics. - A particle corresponds to a transportable DHR-type sector arising from a symmetry subgroup of the automorphism group of the global algebra. Such sectors exist only when relational subalgebras admit highly constrained embeddings that are compatible with modular structure. Mass is not an intrinsic attribute but a relational one. The rest mass of a sector measures the minimal modular frequency that cannot be eliminated by aligning the sector’s modular data with the background modular flow defined by the physical band. A sector that is perfectly aligned with the background modular structure is massless. A sector with a stable modular misalignment carries a positive rest mass, reflecting persistent internal adjustment relative to the global flow. All instances of a given particle species share identical mass and charge because they correspond to unitarily equivalent embeddings of the same sector modulo Connes cocycles. Universality of particle properties is therefore a consequence of sector equivalence rather than of local field dynamics. Particle identity is not tied to spacetime location. What appears as multiple identical particles corresponds to repeated quasi-local realizations of the same algebraic sector within different relational subalgebras. - AI tools: Suno (audio) Piclumen (illustrations)