Ricci Flow Scalping and Nucleogenesis: Operational Topology Through Candlestick Isomorphisms

This work proposes an operational reinterpretation of nucleogenesis as a process of high-frequency scalping (HFT) of Ricci flow at the Planck horizon. Reality is considered not as a volumetric medium, but as a dynamic fixation surface bounded by the light front (axiom 1: space does not yet exist) and the Planck limit (axiom 2: space no longer exists). We introduce a modified Ricci flow equation with a surgical operator $S$, activated upon reaching Planck density. The model demonstrates structural isomorphism between physical processes (particle fixation, neutron decay, inflation) and financial market operations (scalping, stop-orders, candlestick patterns). We formalize the $S$-operator (micro-level scalping surgery) and $I$-operator (macro-level inflationary drift). Testable predictions are made: discreteness of nucleogenesis, correlation of particle lifetimes with structural complexity, and the presence of "inflationary memory" in the large-scale structure of the Universe. The work is conducted within the operational framework of Metamonism.