rigid designator

rigid designator
A rigid designator is one that denotes the same thing in all possible worlds, or in all possible worlds in which that thing exists. The term was introduced by Kripke, to label the fact that if we specify a possibility using a singular term we intend the singular terms to have the same reference in the imagined, or possible, situation as they have in the actual world. For definite descriptions this is not necessarily so: in ‘had Hume been English, the town he died in would not have been Edinburgh’, both ‘Hume’ and ‘Edinburgh’ refer to what they always do: the philosopher Hume and the town Edinburgh. But we cannot suppose that the phrase ‘the town he died in’ is referring to the town he actually died in, namely Edinburgh. The sentence is not trying to say that had Hume been English, Edinburgh would not have been Edinburgh. Kripke used the point in his influential criticism of the theory that names function as disguised definite descriptions. Complexity arises in handling cases where we wish to evaluate a sentence in a world in which the normal reference would not have existed, such as ‘had his mother died young, Hume would not have existed’. Here we cannot intend the term to have the same reference as usual in the imagined possible situation, since in that situation there would be no Hume to refer to, yet intuitively we are still talking about Hume. The other classic modern discussion is David Kaplan, ‘Demonstratives’, Pt. III, in Themes from Kaplan (1989), ed. J. Almog et al.

Philosophy dictionary. . 2011.

Игры ⚽ Нужно сделать НИР?

Look at other dictionaries:

  • Rigid designator — In modal logic and the philosophy of language, a term is said to be a rigid designator when it designates (picks out, denotes, refers to) the same thing in all possible worlds in which that thing exists and does not designate anything else in… …   Wikipedia

  • rigid designator — …   Useful english dictionary

  • Non-rigid designator — In the philosophy of language and modal logic, a non rigid designator (or flaccid designator) is a term that does not extensionally refer to the same object in all possible worlds. For example, consider the phrase The 43rd president of the United …   Wikipedia

  • designator — A term that designates. See definite description, rigid designator, singular term …   Philosophy dictionary

  • Starrer Designator — Ein starrer Designator (rigid designator) ist ein Bezeichnungsausdruck, der durch Saul Kripke in seiner Arbeit Name und Notwendigkeit im Felde der Theorie der Eigennamen formuliert wurde. Namen sind nach Kripke, im Gegensatz zu der klassischen… …   Deutsch Wikipedia

  • flaccid designator — Jocular contrast with rigid designator : a term such as a definite description that may be satisfied by different things in different possible worlds …   Philosophy dictionary

  • Functionalism (philosophy of mind) — Functionalism is a theory of the mind in contemporary philosophy, developed largely as an alternative to both the identity theory of mind and behaviourism. Its core idea is that mental states (beliefs, desires, being in pain, etc.) are… …   Wikipedia

  • Causal theory of reference — A causal theory of reference is any of a family of views about how terms acquire specific referents. Such theories have been used to describe reference in regard to all sorts of reference bearing terms, particularly logically proper names and… …   Wikipedia

  • Dynamic logic (modal logic) — For the subject in digital electronics also known as clocked logic, see dynamic logic (digital electronics). Dynamic logic is an extension of modal logic originally intended for reasoning about computer programs and later applied to more general… …   Wikipedia

  • Counterpart theory — In philosophy, specifically in the area of modal metaphysics, counterpart theory is an alternative to standard (Kripkean) possible worlds semantics for interpreting quantified modal logic. Counterpart theory still presupposes possible worlds, but …   Wikipedia

Share the article and excerpts

Direct link
Do a right-click on the link above
and select “Copy Link”