Corrigendum to “A Morse–Smale index theorem for indefinite elliptic systems and bifurcation” [J. Differential Equations 258 (5) (2015) 1715–1748](S002203961400446X)(10.1016/j.jde.2014.11.010)

We discussed in a previous paper elliptic systems of partial differential equations on star-shaped domains and introduced the notions of conjugate radius and bifurcation radius. We proved that every bifurcation radius is a conjugate radius, and believed to have shown by an example that on the other hand not every conjugate radius is a bifurcation radius. This note reveals that our previous example was wrong, but it also introduces an improved example that shows the assertion that we claimed before.