Simple examples of distinct Liouville-type symplectic structures

TL;DR

This paper presents examples of open manifolds with Liouville-type symplectic structures that are not isomorphic, illustrating the diversity of such structures in symplectic geometry.

Contribution

It provides explicit examples of open manifolds with non-isomorphic Liouville-type symplectic structures, highlighting their distinctness.

Findings

Existence of non-isomorphic Liouville-type symplectic structures on open manifolds

Explicit examples demonstrating the diversity of symplectic structures

Insights into the classification of Liouville-type symplectic manifolds

Abstract

We discuss some examples of open manifolds which admit non-isomorphic symplectic structures of Liouville type.