The small nazi phenomena can be modelled by a perturbative expansion
N = 1 + a1 + a2 + a3 + …
As long as the relative smaller nazi size, represented by ‘a’, is smaller than one the series converges and you are not a nazi. When ‘a’ is larger than one, the smaller nazi in the small nazis is actually bigger, e.g. a2 > a, and you are in the nonperturbative regime of the small nazi model, and you’d be called a “full blown nazi”. AdS/CFT postulates you can model the nonperturbative regime with a tankie-description, but the theory is controversial.
What does it mean to “open up” an operating system in this context? Do they mean something like the possibility to intall other OSes on their devices, or that the app stores needs to be more open? I’m guessing it does not mean they have to start open source:ing parts of the OS… or?