Frege's Puzzle
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Frege's Puzzle is a puzzle about the semantics of proper names, although the title is also sometimes applied to a related puzzle about indexicals. Frege introduced the puzzle at the beginning of his article "Über Sinn und Bedeutung" ("On Sense and Reference"), one of the most influential articles for Twentieth-Century analytic philosophers and philosophers of language.
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[edit] The Puzzle
Consider the following two sentences:
(1) Hesperus is Hesperus.
(2) Hesperus is Phosphorus.
We can begin by noting that each of these sentences is true, and that 'Hesperus' refers to the same object as 'Phosophrus' (the planet Venus). Nonetheless, (1) and (2) seem to differ in what Frege called cognitive value. One way of analyzing this notion is to say that a person could rationally believe (1) while denying (2). The problem, however, is that proper names are often taken to have no meaning beyond their reference (a view often associated with John Stuart Mill). But this seems to imply that if a person knows the meanings of the words in (1) and (2), he cannot rationally believe one and deny the other: (1) and (2) are synonymous.
[edit] Frege's Solution
Frege took the puzzle to be proof that proper names must in fact have some form of meaning beyond their reference. His discussion of the puzzle is thus a springboard into his extremely influential semantics of proper names, according to which proper names have sense in addition to reference. The sense of a proper name is taken by Frege to amalgamate several semantic functions: it is the mode of presentation of the name, it is a bit of descriptive content associated with the name, it provides the name's cognitive value, and it determines the name's referent.
Frege therefore solves his puzzle by arguing that co-referring proper names such as 'Hesperus' and 'Phosphorus' have different senses. Although the senses of co-referring names determine the same referent, they generally furnish the names with different cognitive values.
[edit] New Theories of Reference and the Return of Frege's Puzzle
Frege's solution was definitive for much of the Twentieth Century. Only recently, with the rise of anti-descriptivist (and thus anti-Fregean) theories of reference, has Frege's Puzzle become a dominant problem in the philosophy of language. This trend began some time in the late 1960's and early 1970's, when philosophers such as Keith Donnellan, Ruth Barcan Marcus, David Kaplan, and Saul Kripke began to entertain arguments against Frege's theory. Perhaps most influential in this regard is Kripke's book of lectures, Naming and Necessity. To some extent, the resulting new theories of reference mark a return to the Millian view of proper names, and thus invite the problem of Frege's puzzle anew.
In the last several decades, then, many philosophers of language have attempted to work out a solution to the puzzle within the confines of direct-reference theories of proper names. Some of these philosophers include Nathan Salmon (e.g. in Frege's Puzzle and Reference and Essence), Howard Wettstein (e.g. in "Has Semantics Rested on a Mistake?"), Scott Soames, John Perry (e.g. in Reference and Reflexivity), and Joseph Almog.
