  This note presents an extension of a result within the concept of
[S]-lineability, originally developed in 2019 by L. Bernal-Gonz\'alez, J.A.
Conejero, M. Murillo-Arcila, and J.B. Seoane-Sep\'ulveda . Additionally, we
provide a characterization in terms of lineability in the context of
complements of unions of closed subspaces in F-spaces, and finally, we present
a negative result in both normed spaces and p-Banach spaces. These findings
contribute to the understanding of linearity in exotic settings in topological
vector spaces.
