Description:By the early 1960s, theorists like L(r)vi-Strauss, Lacan, Foucault, and Barthes had created a world ruled by signifying structures and pictured through the grids of language, information, and systems. Artists soon followed, turning to language and its related forms to devise a new, conceptual approach to art making. Examining the ways in which artists shared the structuralist devotion to systems of many sorts, "Systems We Have Loved" shows that even as structuralism encouraged the advent of conceptual art, it also raised intractable problems that artists were forced to confront.aConsidering such notable art figures as Mary Kelly, Robert Morris, Robert Smithson, and Rosalind Krauss, Eve Meltzer argues that during this period the visual arts depicted and tested the far-reaching claims about subjectivity espoused by theorists. She offers a new way of framing two of the twentieth centuryOCOs most transformative movementsOCoone artistic, one expansively theoreticalOCoand she reveals their shared dreamOCoor nightmareOCoof the world as a system of signs. By endorsing this view, Meltzer proposes, these artists drew attention to the fictions and limitations of this dream, even as they risked getting caught in the very systems they had adopted. The first book to describe artOCOs embrace of the world as an information system, "Systems We Have Loved" breathes new life into the study of conceptual art."We have made it easy for you to find a PDF Ebooks without any digging. And by having access to our ebooks online or by storing it on your computer, you have convenient answers with Systems We Have Loved: Conceptual Art, Affect, and the Antihumanist Turn. To get started finding Systems We Have Loved: Conceptual Art, Affect, and the Antihumanist Turn, you are right to find our website which has a comprehensive collection of manuals listed. Our library is the biggest of these that have literally hundreds of thousands of different products represented.
Pages
250
Format
PDF, EPUB & Kindle Edition
Publisher
Not Avail
Release
2014
ISBN
022600791X
Systems We Have Loved: Conceptual Art, Affect, and the Antihumanist Turn
Description: By the early 1960s, theorists like L(r)vi-Strauss, Lacan, Foucault, and Barthes had created a world ruled by signifying structures and pictured through the grids of language, information, and systems. Artists soon followed, turning to language and its related forms to devise a new, conceptual approach to art making. Examining the ways in which artists shared the structuralist devotion to systems of many sorts, "Systems We Have Loved" shows that even as structuralism encouraged the advent of conceptual art, it also raised intractable problems that artists were forced to confront.aConsidering such notable art figures as Mary Kelly, Robert Morris, Robert Smithson, and Rosalind Krauss, Eve Meltzer argues that during this period the visual arts depicted and tested the far-reaching claims about subjectivity espoused by theorists. She offers a new way of framing two of the twentieth centuryOCOs most transformative movementsOCoone artistic, one expansively theoreticalOCoand she reveals their shared dreamOCoor nightmareOCoof the world as a system of signs. By endorsing this view, Meltzer proposes, these artists drew attention to the fictions and limitations of this dream, even as they risked getting caught in the very systems they had adopted. The first book to describe artOCOs embrace of the world as an information system, "Systems We Have Loved" breathes new life into the study of conceptual art."We have made it easy for you to find a PDF Ebooks without any digging. And by having access to our ebooks online or by storing it on your computer, you have convenient answers with Systems We Have Loved: Conceptual Art, Affect, and the Antihumanist Turn. To get started finding Systems We Have Loved: Conceptual Art, Affect, and the Antihumanist Turn, you are right to find our website which has a comprehensive collection of manuals listed. Our library is the biggest of these that have literally hundreds of thousands of different products represented.