Based on the complete theoretical chain of SFL-CELL-01 to SFL-CELL-06, this paper establishes unified prediction, inspection and falsification standards for the entire SFL-CELL serial, consistent with the normative paradigm of SFL-VIR-X and SFL-EAI-X. The core axiom of the whole cellular theory is that all pathological phenotypes originate from irreversible ΔGd(-) erosion of inherent cellular G₀ functional modules, and inflammation, tumor proliferation, abnormal protein deposition and other manifestations are only secondary derivatives. Universal state equation shared by all SFL subsystems G = G₀ + ΔGd(+) − ΔGd(−) This paper firstly puts forward verifiable forward predictions derived from the G₀−ΔGd framework, covering hematological indicators of SLE, proliferation characteristics of tumor cells, neuron function indexes of degenerative diseases and other measurable clinical observables. Secondly, it clearly defines multiple critical falsification conditions: if a confirmed chronic disease can be proven to form lesions without cumulative permanent ΔGd(−) damage to cell native modules, or if somatic cells can spontaneously generate new core functional structures independent of the initial G₀ architecture, the core hypothesis of this cellular theoretical system will be invalidated. Furthermore, this paper distinguishes physiological reversible ΔGd(+) wear and pathological irreversible ΔGd(−) injury, provides objective judgment boundaries for clinical observation and experimental design, and unifies the evaluation logic of all intervention therapies. All predictive deductions of SFL-CELL can be further transformed into quantitative aging consumption indicators via the lifespan mathematical model in SFL-LS, realizing the organic combination of qualitative cellular pathology and quantitative longevity prediction. This paper completes the logical closed loop of the whole SFL-CELL serial, laying standardized methodological support for subsequent empirical verification and theoretical expansion to nuclear and cosmic systems.
FOO SENG ANG (Sat,) studied this question.