  We discuss in this note the stickiness phenomena for nonlocal minimal
surfaces. Classical minimal surfaces in convex domains do not stick to the
boundary of the domain, hence examples of stickiness can be obtained only by
removing the assumption of convexity. On the other hand, in the nonlocal
framework, stickiness is "generic". We provide various examples from the
literature, and focus on the case of complete stickiness in highly nonlocal
regimes.
