Open Access
Confirmation of conditionals and Carnap’s reduction sentences
Author(s) -
Miguel López Astorga
Publication year - 2021
Publication title -
argumentos : revista de filosofia
Language(s) - English
Resource type - Journals
eISSN - 1984-4255
pISSN - 1984-4247
DOI - 10.36517/argumentos.27.11
Subject(s) - contradiction , reduction (mathematics) , sentence , geodetic datum , epistemology , linguistics , philosophy , mathematics , computer science , geography , cartography , geometry
Given that the material conditional can be true in three different situations, an empirical datum can confirm different conditionals. In fact, the same datum can confirm even conditionals that appear to be in contradiction with each other. By means of an example presented by Khemlani, Byrne, and Johnson-Laird, this issue is addressed below. To do that, the present paper resorts to the concept of reduction sentence offered by Carnap. The conclusions refer to the idea that, if this last concept is assumed, the problems of the confirmation of the conditional seem to disappear. This is, at least, as far as the example dealt with here is concerned.