P. Morando

most citedMaximal degree variational principles

3 citations · 3 across the 1 of their papers we have counts for

collaborators

2 papers

math-ph2003★ 3 cited

Maximal degree variational principles

G. Gaeta, P. Morando

Let $M$ be smooth $n$ -dimensional manifold, fibered over a $k$ -dimensional submanifold $B$ as $π : M \to B$ , and $ϑ \in Λ^{k} (M)$ ; one can consider the functional on sections…

math-ph2002

Quaternionic Hamilton equations

P. Morando, M. Tarallo

The classical Hamilton equations are reinterpreted by means of complex analysis, in a non standard way. This suggests a natural extension of the Hamilton equations to the quaternio…