This article formalizes the amortized analysis of dynamic tables parameterized with their minimal and maximal load factors and the expansion and contraction factors. A full description is found in a companion paper [1]. theory Tables-real imports ../Amortized-Complexity/Amor begin fun Ψ :: bool ⇒ real ⇒ real ⇒ real ⇒ real ⇒ nat ⇒ real where Ψ b i d x 1 x 2 n = (if n ≥ x 2 then i∗(n − x 2) else ...