2 papers
math.DS2026
On the integrability of the Kirchhoff-Pohozaev equation on tori
Dario Bambusi, Emanuele Haus, Simone Marrocco +1
In this paper we study the Kirchhoff-Pohozaev equation introduced in \cite{P2} and its constants of motion (see \cite{BoitiManfrin2025}, \cite{BoitiManfrin2026}) on dimensional…
math.AP2026
Quasilinear normal form for the Kirchhoff-Poho{\v z}aev equation
Emanuele Haus, Simone Marrocco
On the -dimensional torus , we consider the Kirchhoff-Poho{\v z}aev equation, which is the only Kirchhoff-type equation known to admit global solutions for small i…