Dissertation, Université de Fribourg (
2007)
Copy
BIBTEX
Abstract
The present PhD thesis is concerned with the question whether good reasoning
requires that the subject has some cognitive grip on the relation between
premises and conclusion. One consideration in favor of such a requirement goes as
follows: In order for my belief-formation to be an instance of reasoning, and
not merely a causally related sequence of beliefs, the process must be guided
by my endorsement of a rule of reasoning. Therefore I must have justified
beliefs about the relation between my premises and my conclusion.
The rationality of a belief often depends on whether it is rightly connected
to other beliefs, or more generally to other mental states —the
states capable of providing a reason to holding the belief in question.
For instance, some rational beliefs are connected to other beliefs by being
inferred from them. It is often accepted that the connection implies
that the subject in some sense ‘takes the mental states in question to be
reason-providing’. But views on how exactly this is to be understood differ
widely. They range from interpretations according to which ‘taking
a mental state to be reason-providing’ imposes a mere causal sustaining
relation between belief and reason-providing state to interpretations according
to which one ‘takes a mental state to be reason-providing’ only
if one believes that the state is reason-providing. The most common
worry about the latter view is that it faces a vicious regress. In this
thesis a different but in some respects similar interpretation of ‘taking
something as reason-providing’ is given. It is argued to consist of a
disposition to react in certain ways to information that challenges the
reason-providing capacity of the allegedly reason-providing state. For
instance, that one has inferred A from B partly consists in being disposed
to suspend judgment about A if one obtains a reason to believe
that B does not render A probable. The account is defended against
regress-objections and the suspicion of explanatory circularity.