Some authors have argued that legitimacy without authority is possible, though their work has not found much uptake in mainstream political philosophy. I provide an improved model how legitimate political institutions without authority are possible, the Transmission Model, which I couple with a thin substantive position, the Moral Value View. I defend the model against three common objections.

Sufficientarian libertarianism is a theory of justice that combines libertarianism’s focus on property rights and non-interference with sufficientarianism’s concern for the poor and needy. Persons are conceived as having stringent rights to direct their lives as they see fit, provided that everyone has enough to live a self-guided life. Yet there are different ways to combine libertarianism and sufficientarianism and hence different types of sufficientarian libertarianism. In the article I present and discuss three types, and I argue that the last (...) one overcomes the problems of the other two. The first type combines libertarianism with a sufficiency principle in what is sometimes called the ‘ethics of distribution’. The second incorporates modest welfare rights into a libertarian theory of justice. The third endorses a sufficientarian Lockean proviso for practices of private property within a libertarian theory of justice. I argue that it is superior to the others. (shrink)

In the last ten or fifteen years, realism has emerged as a distinct approach in political theory. Realists are skeptical about the merits of abstract theories of justice. They regard peace, order, and stability as the primary goals of politics. One of the more concrete aims of realists is to develop a realist perspective on legitimacy. I argue that realist accounts of legitimacy are unconvincing, because they do not solve what I call the “puzzle of legitimacy”: the puzzle of how (...) some persons can have the right to rule over others, given that all persons are equals. I focus on the realist accounts of legitimacy developed by Bernard Williams and John Horton. (shrink)