Online research in philosophy

Knowing one’s past thoughts and attitudes is a vital sort of self-knowledge. In the absence of memorial impressions to serve as evidence, we face a pressing question of how such self-knowledge is possible. Recently, philosophers of mind have argued that self-knowledge of past attitudes supervenes on rationality. I examine two kinds of argument for this supervenience claim, one from cognitive dynamics, and one from practical rationality, and reject both. I present an alternative account, on which knowledge of past attitudes is inferential knowledge, and depends upon contingent facts of one’s rationality and consistency. Failures of self-knowledge are better explained by the inferential account.

In a number of papers, Sydney Shoemaker has argued that first-order belief plus rationality implies second-order belief. This paper is a critical discussion of Shoemaker's argument.

In recent years there has been a great deal of interaction among game theorists, philosophers, and logicians in certain foundational problems concerning rationality, the formalization of knowledge and practical reasoning, and models of learning and deliberation. This unique volume brings together the work of some of the preeminent figures in their respective disciplines, all of whom are engaged in research at the forefront of their fields. Together they offer a conspectus of the interaction of game theory, logic, and epistemology in the formal models of knowledge, belief, deliberation, and learning and in the relationship between Bayesian decision theory and game theory, as well as between bounded rationality and computational complexity.

In what follows, I will be making recommendations for how to understand and distinguish these three concepts. The account I will be developing situates the concept of epistemically rational belief into a well-integrated and philosophically respectable general theory of rationality; it links the concept of warranted belief with the theory of knowledge; and it insists that the concept of justified belief should be relevant to the assessments of each other’s beliefs that we are most interested in making in our everyday lives, namely, assessments where the focus is not so much on whether one has fulfilled all the prerequisites of knowledge but rather on whether one has been a responsible believer.

I offer a model of self-knowledge that provides a solution to Moore’s paradox. First, I distinguish two versions of the paradox and I discuss two approaches to it, neither of which solves both versions of the paradox. Next, I propose a model of self-knowledge according to which, when I have a certain belief, I form the higher-order belief that I have it on the basis of the very evidence that grounds my first-order belief. Then, I argue that the model in question can account for both versions of Moore’s paradox. Moore’s paradox, I conclude, tells us something about our conceptions of rationality and self-knowledge. For it teaches us that we take it to be constitutive of being rational that one can have privileged access to one’s own mind and it reveals that having privileged access to one’s own mind is a matter of forming first-order beliefs and corresponding second-order beliefs on the same basis.

A syntactic formalism for the modeling of belief revision in perfect information games is presented that allows to define the rationality of a player's choice of moves relative to the beliefs he holds as his respective decision nodes have been reached. In this setting, true common belief in the structure of the game and rationality held before the start of the game does not imply that backward induction will be played. To derive backward induction, a “forward belief” condition is formulated in terms of revised rather than initial beliefs. Alternative notions of rationality as well as the use of knowledge instead of belief are also studied within this framework. Footnotes1 I would like to thank Wlodek Rabinowicz and three anonymous referees for very helpful comments.

In this new book, Foley defends an epistemology that takes seriously the perspectives of individual thinkers. He argues that having rational opinions is a matter of meeting our own internal standards rather than standards that are somehow imposed upon us from the outside. It is a matter of making ourselves invulnerable to intellectual self-criticism. Foley also shows how the theory of rational belief is part of a general theory of rationality. He thus avoids treating the rationality of belief as a fundamentally different kind of phenomenon from the rationality of decision or action. His approach generates promising suggestions about a wide range of issues--e.g., the distinction between epistemic and non-epistemic reasons for belief; the question of what aspects of the Cartesian project are still worth doing; the significance of simplicity and other theoretical virtues; the relevance of skeptical hypotheses; the difference between a theory of rational belief and a theory of knowledge; the difference between a theory of rational belief and a theory of rational degrees of belief; and the limits of idealization in epistemology.

This paper reviews and augments important work in philosophy of education on intrinsic aims for education, of knowledge, of knowledge of values, and of rationality. A contemporary conception of knowledge as ``rationality's `data-base''' is proposed and an in-depth section on the intrinsic value of rationality is incorporated.

The topic of this article is the dependency or, maybe, the interdependency of rationality and self-knowledge. Here two questions may be distinguished, viz. (1) whether being rational is a necessary condition for a creature to have self-knowledge, and (2) whether having self-knowledge is a necessary condition for a creature to be rational. After a brief explication of what I mean by self-knowledge, I deal with the first question. There I defend the Davidsonian position, according to which rationality is, indeed, a necessary condition for self-knowledge. In addition, I distinguish two aspects of rationality which I call basic and local rationality. After that I concentrate on the second question for the remaining larger part of this article. Here I proceed in two stages: first I examine whether self-knowledge is necessary for basic rationality, and then whether it is necessary for local rationality.