Hotelling's law
en.wikipedia.org
en.wikipedia.org
Can this be expanded to mean that Hotelling's law allows for a third competitor to approach an adjacent pair and simply steal all of the business from one side of the street?
As such, there's no stable equilibrium in a three-firm Hotelling's law problem.
Presidential candidates and choices in the "I am thinking of a number between one and ten" game can't expand to second locations, but businesses can. In addition, if the pharmacy can't afford an expansion, a competitor could start up and secure n-1 of B's traffic by being slightly rightmore.
In a market space given enough competition all products become similar.
These are statements of the same fact. Just instead of the universe we look at a market space, time becomes competition, and feature set becomes entropy count.