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This paper argues in defence of sufficientarianism that there is a general flaw in the most common critiques against it. The paper lays out sufficientarianism and presents the problems of indifference, of outweighing priority, and of discontinuity. Behind these problems is a more general objection to the abruptness of the sufficiency threshold relying upon an assumption regarding arithmeticism about value. The paper argues that sufficientarians need not accept arithmeticism about value and that the commonly held critiques of sufficientarianism are in fact instances of the numbers fallacy pertaining to the construction of numerical counterexamples that gain intuitive traction from ‘empty numbers’ – numbers without meaningful content in reference to the view under investigation. The paper concludes that we should remain sceptical about such use of numerical counterexamples, and while this does not by itself prove sufficientarianism correct, it is an important and novel contribution to its justification. [ABSTRACT FROM AUTHOR]

The work of prominent analytical Marxist G. A. Cohen provides a vision of socialism which has distributive justice and community at its core. While Cohen's view of distributive justice has been hugely influential, much less has been said about community. This article argues that community plays three distinct roles in Cohen's socialism. One is as an independent value, the second is as a necessary adjacent counterpart to justice, which serves both to restrict and facilitate distributive equality, and the third is as a critique of the liberal contractualist view of humanity. We argue that each of these are distinct and valuable elements in Cohen's thought, each of which must be recognized to understand the range and implications of Cohen's socialism. [ABSTRACT FROM AUTHOR]

Many policies hinge on determining whether someone's situation is due to luck or choice. In political philosophy, this prevalence is mirrored by luck egalitarian theories. But overemphasizing the distinction between luck and choice will lead to tensions with the value of moral agency, on which the distinction is grounded. Here, we argue that the two most common contemporary critiques of luck egalitarianism, holding it to be harsh and disrespectful are best understood as illustrating exactly this tension. Elaborating on this conflict, we argue that it should lead us to modify how luck and choice are used in theories of justice. [ABSTRACT FROM AUTHOR]

This article identifies value‐satiability sufficientarianism as a distinctive version of the sufficiency view, which has been ignored in the literature on distributive justice. This is unfortunate because value‐satiability sufficientarianism is much better equipped than alternative sufficiency views to cope with the standard objections against sufficiency. Most often, sufficientarianism refers to satiability as a feature of moral principles and reasons. But value‐satiability sufficientarianism also invokes satiability in the space of value‐theory, as it determines the sufficiency threshold at the point where justice‐relevant values have been completely fulfilled. The article gives examples of how this view is widely apparent in the literature, and it provides some reasons in its favour. It then presents the two standard objections against sufficientarianism – the threshold objection and the indifference objection – and argues that these critiques do not apply to value‐satiability sufficientarianism. The general argument of the article therefore proves sufficientarianism more difficult to refute than is commonly credited. [ABSTRACT FROM AUTHOR]

The article defends the position that distributive justice is fulfilled when everyone is sufficiently addressed and rendered free from duress. Topics discussed include the ideal of freedom from duress, three theoretical aspects that make up its foundation, delimiting justice to the central areas of human life, and freedom and pluralism. Also mentioned are such objections to sufficientarianism as ignorance of inequalities above the threshold objection and the incomparability claim.