Recovering a strict transform equation from its truncations: if `φ ≡ e ^ d * F j` modulo `e ^ j` and `(F j, e ^ j) = (g, e ^ j)` for all `j`, then `φ = e ^ d * g * v` for a unit `v`.

Initializing...

Recovering a strict transform equation from its truncations: if `φ ≡ e ^ d * F j` modulo `e ^ j` and `(F j, e ^ j) = (g, e ^ j)` for all `j`, then `φ = e ^ d * g * v` for a unit `v`. · Prove2Me