Ramification groups of the splitting field of Xp minus p over the p-adic numbers (${\mathbb{Q}}_p({\zeta }_p,\sqrt[p]{p})/{\mathbb{Q}}_p$)

For odd $p$, the splitting field $K={\mathbb{Q}}_p({\zeta }_p,\sqrt[p]{p})$ is totally ramified of degree $p(p-1)$. Withthe lower ramification groups are