Resumen de Inverse limits with upper semi-continuous bonding functions and indecomposability

Scott Varagona

• In their recent work on inverse limits with upper semi-continuous bonding functions, Ingram and Mahavier give various sufficient conditions for such an inverse limit space to be a continuum. Here, we present additional conditions on the bonding functions that are sufficient conditions for the inverse limit to be a decomposable (or indecomposable) continuum. Several examples are given illustrating these results.