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French: métonymie

Linguistic Definition[edit | edit source]

Metonymy is usually defined as a trope in which a term is used to denote an object which it does not literally refer to, but with which it is closely linked. This link may be one of physical contiguity, but not necessarily.

Roman Jakobson[edit | edit source]

However, Lacan's use of the term owes little to this definition apart from the notion of contiguity, since it is inspired by the work of Roman Jakobson, who established an opposition between metonymy and metaphor.<ref>Jakobson, Roman. "Two aspects of language and two types of aphasic disturbances," Selected Writings, vol. II, Word and Language, The Hague: Mouton, 1971 [1956]., p. 21.</ref>

Metonymic Axis of Language[edit | edit source]

Following Jakobson, Lacan links metonymy to the combinatorial axis of language, as opposed to the substitutive axis.

Diachronic Dimension of Signifying Chain[edit | edit source]

In his most detailed work on the subject, Lacan defines metonymy as the diachronic relation between one signifier and another in the signifying chain.

Metonymy Versus Metaphor[edit | edit source]

Metonymy thus concerns the ways in which signifiers can be combined / linked in a single signifying chain ("horizontal" relations), whereas metaphor concerns the ways in which a signifier in one signifying chain may be substituted for a signifier in another chain ("vertical" relations). Together, metaphor and metonymy constitute the way in which signification is produced.

Formula for Metonymy[edit | edit source]

Lacan provides a formula for metonymy.<ref>Lacan, Jacques. Écrits: A Selection. Trans. Alan Sheridan. London: Tavistock Publications, 1977. p.164</ref>


This formula is to be read as follows:

On the lefthand side of the equation, outside the brackets, Lacan writes f S, the signifying function, which is to say the effect of signification. Inside the brackets he writes S . . . S', the link between one signifier and another in a signifying chain.

On the righthand side of the equation there is S, the signifier, and (---), the bar of the Saussureean algorithm. The sign = is to be read "is congruent with."

Formula for Metonymy - Summary[edit | edit source]

Thus the whole formula reads:

"The signifying function of the connection of the signifier with the signifier is congruent with maintenance of the bar."

The formula is meant to illustrate Lacan's thesis that in metonymy the resistance of signification is maintained, the bar is not crossed, no new signified is produced.

Contexts[edit | edit source]

Lacan puts his concept of metonymy to use in a variety of contexts.

Metonymy and Desire[edit | edit source]

Lacan presents metonymy as a diachronic movement from one signifier to another along the signifying chain, as one signifier constantly refers to another in a perpetual deferral of meaning.

Desire is also characterized by exactly the same never-ending process of continual deferral; since desire is always "desire for something else,"<ref>Lacan, Jacques. Écrits: A Selection. Trans. Alan Sheridan. London: Tavistock Publications, 1977. p. 167</ref> as soon as the object of desire is attained, it is no longer desirable, and the subject's desire fixes on another object. Thus Lacan writes that "desire is a metonymy."<ref>Lacan, Jacques. Écrits: A Selection. Trans. Alan Sheridan. London: Tavistock Publications, 1977. p. 175</ref>

Metonymy and Displacement[edit | edit source]

Lacan also follows Jakobson in linking the metaphor-metonymy distinction to the mechanisms of the dream work described by Freud. However, he differs from Jakobson over the precise nature of this link. Just as displacement is logically prior to condensation, so metonymy is the condition for metaphor, because "the coordination of signifiers has to be possible before transferences of the signified are able to take place."<ref>Lacan, Jacques. The Seminar. Book III. The Psychoses, 1955-56. Trans. Russell Grigg. London: Routledge, 1993. p. 229</ref>

See Also[edit | edit source]

References[edit | edit source]