Explanation of coronalLyapunovCert in IndisputableMonolith.Astrophysics.CoronalLyapunovTime
(1) In plain English: The declaration builds a single bundled object that certifies four mathematical properties of the coronal timescale function: all values are positive, each rung multiplies the previous by exactly phi, the sequence is strictly increasing, and the ratio of any two adjacent rungs equals phi. It does this by packaging four already-proved statements into one structure.
(2) Why it matters in Recognition Science: It supplies a parameter-free formal certificate for the phi-ladder of solar-coronal Lyapunov timescales (Alfvén crossing at rung 0, then successive rungs scaled by phi), embedding the recognition-cost scaling directly into an astrophysical model of chaotic magnetic-field evolution before reconnection.
(3) How to read the formal statement: def coronalLyapunovCert : CoronalLyapunovCert where followed by four field assignments means the term is an inhabitant of the structure type CoronalLyapunovCert. Each field is filled by a preceding theorem (coronalTime_pos, coronalTime_succ_ratio, etc.) that proves the required property for the function coronalTime k := referenceTime * phi ^ k with referenceTime = 1.
(4) Visible dependencies or certificates in the supplied source: It depends on the local definitions referenceTime and coronalTime, plus the four theorems coronalTime_pos, coronalTime_succ_ratio, coronalTime_strictly_increasing, and coronal_adjacent_ratio. The structure CoronalLyapunovCert itself is defined in the same module and imports phi from Constants.
(5) What this declaration does not prove: It establishes only the internal scaling properties of the defined function; it does not prove any empirical match to solar observations, does not derive the physical origin of the Lyapunov exponent, and does not formalize the falsifier mentioned in the module docstring.