Esther Goh

It is widely thought that knowledge is factive – only truths can be known. However, this view has been recently challenged. One challenge appeals to approximate truths. Wesley Buckwalter and John Turri argue that false-but-approximately-true propositions can be known. They provide experimental findings to show that their view enjoys intuitive support. In addition, they argue that we should reject the factive account of knowledge to avoid widespread skepticism. A second challenge, advanced by Nenad Popovic, appeals to multidimensional geometry to build a case where it seems intuitive that a person knows p even though p is false. In addition, Popovic argues that we should reject the factive account of knowledge because most of us would not become widespread skeptics if we discovered that ordinary objects in our world are actually four-dimensional. In this paper, we defend the factive account of knowledge against these arguments by challenging the intuitive appeal of the cases and arguing that there is no real threat of widespread skepticism for the factive account of knowledge.

In philosophical methodology, intuitions are used as evidence to support philosophical theories. In this paper, I evaluate the skeptical argument that variation in intuitions is good evidence that our intuitions are unreliable, and so we should be skeptical about our theories. I argue that the skeptical argument is false. First, variation only shows that at least one disputant is wrong in the dispute, but each disputant lacks reason to determine who is wrong. Second, even though variation in intuitions shows that at least one disputant has the wrong intuition in the thought experiment, it is not evidence of unreliability of any disputant’s intuition regarding the philosophical theory being tested. So, variation in intuitions is not good evidence that one’s own intuitions are unreliable. One reply from the literature in peer disagreement is that we should conciliate if we cannot determine who is wrong. I argue that these disagreements are instead unconfirmed peer disagreements (i.e., no good reason to take or dismiss disputants as an epistemic peer, inferior or superior). I argue that if you have a strong intuition about a case, then it is rational for you to remain steadfast. Thus, variation in intuitions does not call for skepticism.

Alvin Plantinga has famously responded to the logical problem of evil by appealing to the intrinsic value of significant free will. A problem, however, arises because traditional theists believe that both God and the redeemed who go to heaven cannot do wrong acts. This entails that both God and the redeemed in heaven lack significant freedom. If significant freedom is indeed valuable, then God and the redeemed in heaven would lack something intrinsically valuable. However, if significant freedom is not intrinsically valuable, then Plantinga’s reply to the logical problem of evil fails. In this paper, we assess three contemporary solutions to the dilemma above. The first is the love solution, which proposes that significant freedom is necessary for agents to love, and loving others is intrinsically good. The second is the soul-making solution, which argues that significant freedom is necessary for self-developing one’s moral character, and having a self-developed moral character is intrinsically good. The third is the derivative free will solution, which argues that significant freedom is necessary for derivative free will in heaven, and derivative free will is intrinsically good. We raise problems against all three solutions and instead defend a fourth solution – the ultimate responsibility solution. That is, significant freedom is instrumentally valuable as it gives agents ultimate responsibility with regards to morally significant acts. Finally, we defend the ultimate responsibility solution against two major objections.