Okutsu Frames of Irreducible Polynomials Over Henselian Fields

For a henselian valued field $(K,v)$ we establish a complete parallelism between the arithmetic properties of irreducible polynomials F∈ K[x], encoded by their Okutsu frames, and the valuation-theoretic properties of their induced valuations vF on $K[x]$, encoded by their MacLane-Vaqui\'e chains. This parallelism was only known for defectless irreducible polynomials.