Search engine for discovering works of Art, research articles, and books related to Art and Culture
ShareThis
Javascript must be enabled to continue!

Miklós Erdély, Ernst Bloch, Kurt Gödel, and Hidden Green

View through CrossRef
Abstract The introductory text interprets Eszter Bartholy's article about Miklós Erdély's exhibition Hidden Green. Bartholy's article is based on an interview with Erdély, and contain direct and indirect quotes from one of the most significant Hungarian neo-avant-garde artist. The introductory text describes how Erdély's own interpretation of his exhibition Hidden Green is present in Bartholy's article. Bartholy's analysis of Hidden Green sheds light on the way that Erdély combines ars poetica and art theory, while directly reflecting on utopia and on the social function and significance of art. While the text about Hidden Green seems like the interpretation of an exhibition, Bartholy and Erdély, in a virtual dialogue with thinkers including Ernst Bloch, Kurt Gödel, and Allan Kaprow, also make categorical claims about art theory and social theory. The introductory text argues that Erdély's Hidden Green and Bartholy's article connected and confronted–in the spirit of neo-avant-garde montage techniques–Hungarian popular and folk culture, Marxist aesthetic theories of utopias, and the paradoxes of modern natural sciences.
MIT Press - Journals
Title: Miklós Erdély, Ernst Bloch, Kurt Gödel, and Hidden Green
Description:
Abstract The introductory text interprets Eszter Bartholy's article about Miklós Erdély's exhibition Hidden Green.
Bartholy's article is based on an interview with Erdély, and contain direct and indirect quotes from one of the most significant Hungarian neo-avant-garde artist.
The introductory text describes how Erdély's own interpretation of his exhibition Hidden Green is present in Bartholy's article.
Bartholy's analysis of Hidden Green sheds light on the way that Erdély combines ars poetica and art theory, while directly reflecting on utopia and on the social function and significance of art.
While the text about Hidden Green seems like the interpretation of an exhibition, Bartholy and Erdély, in a virtual dialogue with thinkers including Ernst Bloch, Kurt Gödel, and Allan Kaprow, also make categorical claims about art theory and social theory.
The introductory text argues that Erdély's Hidden Green and Bartholy's article connected and confronted–in the spirit of neo-avant-garde montage techniques–Hungarian popular and folk culture, Marxist aesthetic theories of utopias, and the paradoxes of modern natural sciences.

Related Results

Miklós Erdély: A Hunger for Montage (1966)
Miklós Erdély: A Hunger for Montage (1966)
Miklós Erdély, one of the most important Hungarian artists after World War II, did not only produce experimental films, but within the framework of his manifold activities wrote an...
Matière et force : étude sur la formation de la théorie de la connaissance d'Ernst Bloch
Matière et force : étude sur la formation de la théorie de la connaissance d'Ernst Bloch
Ce travail porte sur la question : Existe-t-il une théorie rigoureuse de la connaissance qui fonde l’ontologie du non-encore d’Ernst Bloch ?Nous soutenons qu’une telle théorie exis...
Alfred Tarski
Alfred Tarski
Abstract Alfred Tarski first met Kurt Gödel on the occasion of his visit to Vienna early in 1930, at the invitation of Karl Menger. Their subsequent contact, both pe...
GÖDEL’S INCOMPLETENESS THEOREM MAKES THE QUANTUM DOUBLE SLIT EXPERIMENT UNDECIDABLE
GÖDEL’S INCOMPLETENESS THEOREM MAKES THE QUANTUM DOUBLE SLIT EXPERIMENT UNDECIDABLE
Kurt Gödel’s incompleteness theorem refers to incompleteness in the sense that there are always statements which can be formulated within a formal system, but which re-main unprove...
Karl Popper
Karl Popper
Abstract Karl Popper (1902-1994) was a noted philosopher, born and educated in Vienna, who from 1946 on taught at the London School of Economics. He first met Gödel ...
Hilbert and his famous problem
Hilbert and his famous problem
In 1936 mathematics was changing profoundly, thanks to Turing and his fellow revolutionaries Gödel and Church. Older views about the nature of mathematics, such as those powerfully...

Back to Top