In this paper we investigate ignorance in relation to our capacity to justify our beliefs. To achieve this aim we specifically address scientific misconceptions, i.e. beliefs that are considered to be false in light of accepted scientific knowledge. The hypothesis we put forward is that misconceptions are not isolated false beliefs, but rather form part of a system of inferences—an explanation—which does not match current scientific theory. We further argue that, because misconceptions are embedded in a system, they cannot be (...) rectified simply by replacing false beliefs with true ones. To address our misconceptions, we must rather act on the system of beliefs that supports them. In the first step of our analysis, we distinguish between misconceptions that are easy to dispel because they represent simple errors that occur against the background of a correct explanatory apparatus and misconceptions that are, on the contrary, very difficult to dispel because they are the product of pseudo explanations. We show that, in the latter case, misconceptions constitute an integral part of an incorrect explanation and the reasons that support such misconceptions are deeply misleading. In the second step, we discuss various approaches that have been adopted to address the problem of misconceptions. Challenging the notion that directly addressing and criticizing specific misconceptions is an effective approach, we propose that critical thinking is the most fruitful means to deal with misconceptions. We define the core competences and knowledge relevant for the practice of critical thinking and discuss how they help us avoid misconceptions that arise from accepting beliefs that form part of a mistaken explanation. (shrink)

Games of chance are developed in their physical consumer-ready form on the basis of mathematical models, which stand as the premises of their existence and represent their physical processes. There is a prevalence of statistical and probabilistic models in the interest of all parties involved in the study of gambling – researchers, game producers and operators, and players – while functional models are of interest more to math-inclined players than problem-gambling researchers. In this paper I present a structural analysis of (...) the knowledge attached to mathematical models of games of chance and the act of modeling, arguing that such knowledge holds potential in the prevention and cognitive treatment of excessive gambling, and I propose further research in this direction. (shrink)

Educators who are reflective about their educational endeavours ask themselves questions like: What is the aim of education? What moral, methodological, or other constraints govern our educational activities and efforts? One natural place to look for answers is in the philosophy of education, which (among other things) tries to provide systematic answers to these questions. One general answer offered by the philosophy of education is that the aim of education consists in fostering the development of students' rationality. On this view, (...) education has as its fundamental task both the development of students' reasoning ability, and also the fostering of a complex of attitudes, habits of mind, dispositions and character traits, such that students are not only able to reason well; they also care about reasons, and organize their beliefs, judgments and actions in accordance with the deliverances of the reasoned evaluation of reasons. Argumentation theory is also concerned with the analysis of the power and convicting force of reasons. When do reasons for a claim warrant acceptance of that claim? By what criteria are reasons evaluated? How are these criteria themselves justified? Such questions as these are the meat and potatoes of argumentation theory, which, in pursuing these questions, promises to shed light on the character of rationality as the aim of education. Rationality, which links education and argumentation theory, provides educators with a reason to care about argumentation-if rationality can be cogently defended as an educational ideal. In this paper I will try to provide such a defense, and in doing so explain why educators should care about argumentation. The defense will be a moral one: I will argue that we are morally obliged to endeavour to foster the rationality of students, because that is what is required to meet our obligations to treat students with respect as persons. I will also consider some general criticisms of the Enlightenment ideal of rationality, offered by Feminist, Multiculturalist, and Postmodemist scholars. If these criticisms are cogent, then both argumentation theory and the view that the aim of education is the fostering of rationality are threatened. I will argue that the criticisms, while important and instructive, are not so destructive of the ideal of rationality as some contemporary scholars suppose. (shrink)

Connie Missimer (1990) challenges what she calls the Character View, according to which critical thinking involves both skill and character, and argues for a rival conception-the Skill View-according to which critical thinking is a matter of skill alone. In this paper I criticize the Skill View and defend the Character View from Missimer's critical arguments.

This paper considers two philosophical problems and their relation to science education. The first involves the rationality of science; it is argued here that the traditional view, according to which science is rational because of its adherence to (a non-standard conception of) scientific method, successfully answers one central question concerning science''s rationality. The second involves the aims of education; here it is argued that a fundamental educational aim is the fostering of rationality, or its educational cognate, critical thinking. The ramifications (...) of these two philosophical theses for science education are then considered, and a science education which takes reasons in science as its fundamental feature is sketched. (shrink)