Didier BAY pourquoi ce travail sur les mariages. Quelles en sont les motivations initiales?
Comme pour tous les travaux que je méne à bien il y a la rencontre de deux données distinctes qui doivent se conjuger pendant un certain temps pour que le travail prenne forme: mon intéret personnel pour un théme et une constance de confrontation dans la vie quotidienne. De nombreux thémes ne voient jamais le jour soit parceque mon intéret tombe ou surtout parcequ'ils ne présenten pas une figuration suffisamment quotidienne. Ce travail sur les mariages c'est developpé sur 3, 4 années. C'est à dire tres exactement à chaque fois que j'avais l'occasion d'étre à Paris au mois de juin et que nos habituelles promenades du week-end nous ménent aux Buttes chaumont où nous aimons bien révasser sur l'herbe en croquant une gaufre toute fraiche. Si un mariage venait nous distraire je le suivrais avec mon appareil photo.
Ceci explique donc en effet le comment pour la série de documentation photographique et le pourquoi serait donc exprimé à travers les textes?
Non pas exactement, je ne conçois pas mes textes comme des explications ou justifications mais comme une série des réflections individuelles qui seraient plutot motivés par un éssai de remise en cause d'un type de lecture stéréotypé que nous sommes tout culturellement incités à voir. Démonter donc ces mécanismes de lectures pour éventuellement en faire surgir ou susciter implicitement d'autres. Je pense que le lecteur est amené dans cette direction aussi bien par les photos elles mémes dans leurs acumulations pertubantes que par le texte qui met en jeux d'autres schémas de perception que les habituels "clichés" du langage. Ainsi c'est avec une intension parodique que j'utilise comme titre "un si beau jour" quoi qu'ils soit indéniable que "le beau" est une donnée explicite de cette jounée. On dit "comme la mariée est belle!" ... c'est, c'était un beau mariage etc ... Encore faut-il savoir quel est le(s) sens exacte donné au mot "beau" dans ces circonstances et en quoi un mariage restera pour les intéréssés comme symbolique d'une belle journée. J'introduis alors d'autres paramétres comme le divorce; une institution non moins pratiquée que le mariage mais avec un vécu trés mal véhiculé; et aussi le concubinage comme alternative officieuse souvent présentée comme la période de murissement d'un futur mariage (les sociologues parlent d'une cohabitation "juvénile" pour les unions libres. Bien sùr le terme a une connotation péjorative mais finalement c'est un compliment que de penser que le concubinage, l'union libre sont issus d'une idéologie "jeune" par rapport au conformisme d'un automatisme de comportement vieillot (donc rassurant?) tel que l'institution du marriage qui peut trés bien étre prise comme l'élément charniére symboliquement typique de ce que pourrait étre la frontiére entre involution et évolution.
pourtant en dehors du fait qu'ils ne sont pas mariés on ne peut s'empécher de constater que la vie de certains concubins semble tout à fait "conformiste"
C'est exacte mais l'acte de mariage ne fait pas une simple différence factuelle il induit des différences psychologiques importantes méme si parfois trop subtiles pour étre apparentes, ou en tout cas affichées. Par ailleurs le carcan rigide des institutions ne permet pas encore de savoir ce que peut étre une société ou l'union libre serait de plein droit; ça impliquerait de redonner à l'individu des pouvoirs de résponsabilité que les lois limitent ou interdisent aujoud'hui. Ainsi le mariage n'a rien "d'une simple formalité" comme certains pseudo-libéraux s'entendent à le dire.
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)
Didier Bay, warum diese Arbeit über Hochzeiten? Welches sind die ursprünglichen Gründe dafür?
Wie für aile Arbeiten, die ich durchführe, gibt es ein Zusammentreffen von zwei verschiedenen Gegebenheiten, die sich wâhrend einer bestimmten Zeit verbinden müssen, damit die Arbeit Gestalt annimt: mein persônliches lnteresse für ein Thema und eine bestândiqe Konfrontation damit im tâqlichen Leben. Viele Themen kommen nie ans Licht, sei es weil mein lnteresse an ihnen schwindet, oder vor allem weil sie im Alltag nicht hâufiq genug vorkommen. Diese Arbeit über die Hochzeiten hat sich über 3, 4 Jahre hin entwickelt; ganz genau heiP..t das, jedesmal wenn ich im Monat Juni Gelegenheit hatte, in Paris zu sein und wir unseren gewohnlichen Wochendspaziergang zu den Buttes Chaumont machten, wo wir gern beim Knabberri einer ganz frischen Waffel auf der Wiese trâumten. Und wenn uns eine Hochzeit Abwechslung bot, verfolgte ich sie mit dem Fotoapparat.
Das erktërt in der Tat das Wie dieser fotografischen Dokumentationsserie, und ihr Warum würde dann in den Texten zum Ausdruck kommen?
Das stimmt nicht ganz, ich fasse meine Texte nicht als Erklârungen oder Rechtfertigungen ab, sondern als eine Reihe individueller Überlegungen, die eher motiviert sind durch den Versuch einer ln-Frage-Stellung der Art stereotypen Lebens, zu dem wir durch unsere Kultur angehalten werden; diese Lesemechanismen also auseinanderzunehmen, um dadurch vielleicht andere hervorzubringen oder hervorzurufen. lch glaube, dass der Leser in diese Richtung gelenkt wird, sowohl durch die Fotos selbst in ihrer verwirrenden Häufung als au ch durch den Text, der andere Wahrnehmungsschemata als die gewôhnlichen Sprachklischees ins Spiel bringt. So gebrauche ich den Titel "Der schônste Tag im Leben" in parodistischer Absicht, obwohl nicht zu leugnen ist, dass das "Schone" ganz klar eine Gegebenheit dieses Tages ist. Man sagt, " wie schôn die Braut ist!" ... das ist, das war eine schône Hochzeit ... Man müsste noch die genaue(n) Bedeutung(en) kennen, die unter diesen Umstânden dem Wort "schon" zukommen und worin die Hochzeit für die Betroffenen ein Symbol für einen schônen Tag ist. Dann führe ich andere Parameter wie die Scheidung ein; eine in der Praxis nicht weniger gebrauchte Einrichtung ais die Hochzeit, aber von sehr schlecht vermitteltem Erlebniswert; und auch die wilde Ehe als halb-offizielle Alternative, oft dargestellt als eine Reifungszeit für eine spâtere Ehe (die Soziologen sprechen von ,,jugendlicher" Wohngemeinschaft für unverheiratetes Zusammenleben. Natürlich hat der Begriff eine herabwürdigende Bedeutungsnuance, aber schliesslich ist es ein Kompliment, wenn man denkt, dass die wilde Ehe, das freie Zusammenleben, von einer",jungen" ldeologie herkommt bezogen auf den Konformismus eines überlebten, automatischen Verhaltens (das also Sicherheit gibt?) so wie die Einrichtunge der Ehe, die sehr wohl für einen moglichen, symbolisch typischen Gelenkpunkt dessen gehalten werden kann, was die Grenze zwischen Involution und Evolution sein kônnte.)
Aber au/3er der Tatsache, da/3 Sie unverheiratet sind, kommt man nicht umhin, festzustellen, dass das Leben gewisser Leute, die in wilder Ehe leben, vollkommen "konformistisch" wirkt.
Das ist richtig, aber der Ehevertrag ist nicht nur ein einfacher Unterschied in den Tatsachen, er führt zu wichtigen psychologischen Unterschieden, selbst wenn diese oft zu subtil sind, um sichtbar zu sein oder auf jeden Fall zu subtil, um zur Schau gestellt zu werden. lm übrigen erlaubt es der teste Zwang der lnstitutionen noch nicht zu wissen, was eine Gesellschaft sein kônnte, in der das freie Zusammenleben voll zu seinem Recht kârne, das würde beinhalten, daP. das lndividuum wieder mit einem Verantwortunqsverrnôqen ausgestattet würde, das die heutigen Gesetze beschneiden oder verbieten. So gesehen hat die Ehe nichts "von einer einfachen Forrnalitât", wie gewisse Pseudoliberale einstimmig sagen. © Didier BAY 1979
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)
Les étapes de la vie . L'adulte . La légitimé .
Le mariage . Le divorce . le concubinage .
Le mariage: ultime recours au pére Noél .
La photo de mariage . La photo de divorce .
En haut d'une hierarchie ,,décorative": la photo de mariage .
Définitions des mariages (dictionnaire) .
Quelques emplacement favorables à la photo de mariage • .
Le Parc des Buttes Chaumont .
Les premiers pas les premiéres amours,
les photographes .
Le mariage représente un marché de plusieurs milliards de Francs .
Une pelouse et 7 mariages .
Le mariage et des coutumes photographiques en Italie .
Mes mariages (30 séries photographiques) .
Le porto-folio de mariage . Le photographe proféssionnel . les émigrés .
Cinq bréves apparitions .
,,le port de la mariée'' .
L'arbre penché ou l'aventure .
La communiante .
Une mariée s'en va .
j'attend un enfant: marions nous .
Les enfants et ,,l'accouplement" .
le mariage: imagerie populaire pour enfants .
Pourquoi s'est-elle aujourd'hui aussi mariée avec sa banque? ' .
La féte de la rosiére : .
La liste de mariage .
Le mariage dans le métro .
Le mariage et le cinéma .
Un self-interview de Didier BAY
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