Online research in philosophy

Ernest Sosa and others have proposed a safety condition on knowledge: If S knows p, then in the nearest (non-actual) worlds in which S believes p, p is true.1 Colloquially, this is the idea that knowing requires not being easily mistaken. Here, I will argue that like another condition requiring a counterfactual relation between a subject’s belief and the world, viz. Robert Nozick’s sensitivity condition, safety leads, in certain cases, to the unacceptable result that knowledge is not closed under known implication.

In this paper I show that a variety of Cartesian Conceptions of the mental are unworkable. In particular, I offer a much weaker conception of limited discrimination than the one advanced by Williamson (2000) and show that this weaker conception, together with some plausible background assumptions, is not only able to undermine the claim that our core mental states are luminous (roughly: if one is in such a state then one is in a position to know that one is) but also the claim that introspection is infallible with respect to our core mental states (where a belief that C obtains is infallible just in case if one believes that C obtains then C obtains). The upshot is a broader and much more powerful case against the Cartesian conception of the mental than has been advanced hitherto.

Ernest Sosa has argued that if someone knows that p, then his belief that p is “safe”. and Timothy Williamson has agreed. In this paper I argue that safety, as defined by Sosa, is not a necessary condition on knowledge – that we can have unsafe knowledge. I present Sosa’s definition of safety and a counterexample to it as a necessary condition on knowledge. I also argue that Sosa’s most recent refinements to the notion of safety don’t help him to avoid the counterexample. I consider three replies on behalf of the defender of safety, and find them all wanting. Finally, I offer a tentative diagnosis of my counterexample.

This paper raises a problem for so-called safety-based conceptions of knowledge: It is argued that none of the versions of the safety condition that can be found in the literature succeeds in identifying a necessary condition on knowledge. Furthermore, reason is provided to believe that the argument generalises at least in the sense that there can be no version of the safety condition that does justice to the considerations motivating a safety condition whilst, at the same time, being requisite for knowledge.

There is some consensus that for S to know that p, it cannot be merely a matter of luck that S’s belief that p is true. This consideration has led Duncan Pritchard and others to propose a safety condition on knowledge. In this paper, we argue that the safety condition is not a proper formulation of the intuition that knowledge excludes luck. We suggest an alternative proposal in the same spirit as safety, and find it lacking as well.

There is some consensus that for S to know that p, it cannot be merely a matter of luck that S's belief that p is true. This consideration has led Duncan Pritchard and others to propose a safety condition on knowledge. In this paper, we argue that the safety condition is not a proper formulation of the intuition that knowledge excludes luck. We suggest an alternative proposal in the same spirit as safety, and find it lacking as well.

A number of epistemologists have defended a necessary condition for knowledge that has come to be labeled as the “safety” condition. Timothy Williamson, Duncan Pritchard, and Ernest Sosa are the foremost defenders of safety. According to these authors an agent S knows a true proposition P only if S could not easily have falsely believed P. Disagreement arises, however, with respect to how they capture the notion of a safe belief.

This article is a treatment of the different presentations and defenses of the safety condition for knowledge. Special attention is first paid to an elucidation of the various aspects or features of the safety condition. Following a short demonstration of the manner in which the safety condition handles some rather tough Gettier-like cases in the literature, some problems facing safety conclude this article.

Timothy Williamson has recently argued that few mental states are luminous , meaning that to be in that state is to be in a position to know that you are in the state. His argument rests on the plausible principle that beliefs only count as knowledge if they are safely true. That is, any belief that could easily have been false is not a piece of knowledge. I argue that the form of the safety rule Williamson uses is inappropriate, and the correct safety rule might not conflict with luminosity.

Introduction: externalism and modalism -- Externalism -- Modalism -- What should the theory do? -- What's missing? -- Process reliabilism -- Goldman's causal theory -- Goldman's discrimination requirement and relevant alternatives -- Process reliabilism and why it is not enough -- Implications for skepticism -- Sensitivity -- Nozick's subjunctive conditional theory of knowledge -- Methods : an important refinement -- Objections to nozicks theory -- Safety -- Motivating safety -- Weak and strong safety : luck and induction -- Is safety necessary for knowledge? -- Luck revisited : safety requires a process reliability condition -- Is reliability compatible with knowledge of the denials of skeptical hypotheses? -- Knowledge : reliably formed sensitive true belief -- The theory -- Problems and clarifications -- Closure and the value problem -- Closure -- The value problem.

Recently, the view that a belief’s being safe is a necessary condition for knowledge has been defended by Ernest Sosa,1 Timothy Williamson,2 and Duncan Pritchard.3 A number of objections have been raised against the account,4 and I agree that the account is untenable. However, I argue that something very much like safety is a necessary condition for knowledge and that accounts of knowledge that do not include this condition, which I call stability, are bound to be unsatisfactory. Furthermore, the appeal to stability gives hope for the project of analyzing knowledge into component parts, a project taken by many to be futile in light of recurring counterexamples. Knowledge is justified stable belief.