Dérive

Dérive

In the situationist thought, a Dérive is a concept meaning an aimless walk, probably through city streets, that follows the whim of the moment. It is usually translated as a "drift".

French writer and Situationist Guy Debord used this idea to try and convince readers to revisit the way they looked at urban spaces. Rather than being prisoners to their daily route and routine, living in a complex city but treading the same path every day, he urged people to follow their emotions and to look at urban situations in a radical new way. This led to the notion that most of our cities were so thoroughly unpleasant because they were designed in a way that either ignored their emotional impact on people, or indeed tried to control people through their very design. The basic premise of the idea is for people to explore their environment ("psychogeography") without preconceptions, to understand their location, and therefore their existence.

Like the earlier flâneur, the Situationist "dérive" was a general reaction, manifested in the shadow of the Parisian landscape, as the casual stroller of flânerie moved towards the more directed urban pedestrian. Thomas F. McDonough recognized the similarities between the two movements, but also distinguishes the difference in how the two interpreted modernizing urban spaces:

The dérive took place literally below the threshold of visibility, in the sense of being beyond what is visible to the voyeur’s gaze. As Debord describes it, the dérive replaced the figure of the voyeur with that of the walker: “One or more persons committed to the dérive abandon, for an undefined period of time, the motives generally admitted for action and movement, their relations, their labor and leisure activities, abandoning themselves to the attractions of the terrain and the encounters proper to it.” In allowing themselves “to be drawn by the solicitations of the terrain,” persons on the dérive escaped the imaginary totalizations of the eye and instead chose a kind of blindness. [Thomas F. McDonough, “Situationist Space,” October (vol. 67, Winter, 1994), 73]

More recently in 1992, Sadie Plant wrote in "The Most Radical Gesture: The Situationist International in a Post Modern Age": "to "dérive" was to notice the way in which certain areas, streets, or buildings resonate with states of mind, inclinations, and desires, and to seek out reasons for movement other than those for which an environment was designed. It was very much a matter of using an environment for one's own ends, seeking not only the marvellous beloved by surrealism but bringing an inverted perspective to bear on the entirety of the spectacular world."

Reading List

*Knabb, Ken (Editor). "Situationist International Anthology" (Berkeley: Bureau of Public Secrets, 1981).
*Careri, Francesco. "Land&Scape Series: Walkscapes" (Barcelona: 2002).

ee also

*Situationist International
*Psychogeography
*Flâneur
*Deambulation
*Parkour

External links

* [http://library.nothingness.org/articles/all/all/display/314 Theory of the Dérive] - Guy Debord (English translation)
* [http://library.nothingness.org/articles/all/en/display/2 Introduction to a Critique of Urban Geography] - Guy Debord (English transtlation)
* [http://library.nothingness.org/articles/all/en/display/1 Formulary for a New Urbanism] - Ivan Chtcheglov (English translation)
* [http://www.notbored.org/lefebvre-interview.html Henri Lefebvre Interview on SI]
* [http://biomapping.net/index.htm Bio Mapping by Christian Nold]

References

*Knabb, Ken (Editor). "Situationist International Anthology" (Berkeley: Bureau of Public Secrets, 1981).


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  • dérive — [ deriv ] n. f. • 1628; de 2. dériver 1 ♦ Déviation d un navire, d un avion par rapport à sa route, sous l effet des vents ou des courants. ⇒ 2. dérivation. Angle de dérive. Dérive sur bâbord, sur tribord. Mar. Navire en dérive, désemparé et… …   Encyclopédie Universelle

  • dérivé — dérive [ deriv ] n. f. • 1628; de 2. dériver 1 ♦ Déviation d un navire, d un avion par rapport à sa route, sous l effet des vents ou des courants. ⇒ 2. dérivation. Angle de dérive. Dérive sur bâbord, sur tribord. Mar. Navire en dérive, désemparé… …   Encyclopédie Universelle

  • Derive — Saltar a navegación, búsqueda Derive (pronunciado diraiv ) es un potente programa para el cálculo matemático avanzado: variables, expresiones algebraicas, ecuaciones, funciones, vectores, matrices, trigonometría, etc. También tiene capacidades de …   Wikipedia Español

  • Derive — Entwickler Soft Warehouse Inc., Hawaii, Texas Instruments Aktuelle Version 6.1 (7.November 2007) Betriebssystem Microsoft Windows Kategorie Computeralgebrasystem …   Deutsch Wikipedia

  • Derive — est un système de calcul formel propriétaire, héritier de muMATH. Derive était développé par Soft Warehouse. Sa première version date de 1988[1]. Comme muMATH, Derive est écrit en muLISP[2]. Derive tourne sous DOS et Windows[1]. Texa …   Wikipédia en Français

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  • Derive — may refer to: Derive (computer algebra system), a commercial computer algebra system made by Texas Instruments Dérive, the spontaneous exploration of urban landscapes guided by aesthetic instinct. dérive – Zeitschrift für Stadtforschung, an… …   Wikipedia

  • Derive — De*rive , v. t. [imp. & p. p. {Derived}; p. pr. & vb. n. {Deriving}.] [F. d[ e]river, L. derivare; de + rivus stream, brook. See {Rival}.] 1. To turn the course of, as water; to divert and distribute into subordinate channels; to diffuse; to… …   The Collaborative International Dictionary of English

  • dérivé — dérivé, ée (dé ri vé, vée) part. passé de dériver2. 1°   Détourné de son courant, de son lit. Une rivière dérivée dans des prés qu elle fertilise. 2°   Qui prend son origine. •   C est de cette source que la beauté et la grâce sont dérivées,… …   Dictionnaire de la Langue Française d'Émile Littré

  • dérive — DÉRIVE. s. fém. Terme de Marine. Le sillage que fait un vaisseau que les vents et les courans détournent de la route qu il tient. Nous nous laissâmes aller à la dérive. Dans ce sens, lorsque le détour que le vaisseau fait, porte au chemin qu il… …   Dictionnaire de l'Académie Française 1798

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