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We are happy to invite you to meet with the pioneer, theoretician, author and artist Frieder Nake. Frieder Nake born in Stuttgart, lives in Bremen is considered one of the pioneers of computer art. As a student he developed the basic software for the flatbed plotter Zuse Graphomat Z64 at the Computing Center of the Technical University in Stuttgart in
Technique: Print on Canson paper Etching Edition rag. I have always been fascinated by faces and bodies. And nothing else. Child or old man or woman, woman or man, in tags or in the flesh, I repeat the same image, in multiple incarnations, without ever going around it.
License this image. This print is part of a portfolio called matrix multiplications containing twelve images, produced by the German artist Frieder Nake Tate P — P A longer text inside the portfolio explains that the images were made using a computer and discusses this process.
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Frieder Nake born in Stuttgart, lives in Bremen is considered one of the pioneers of computer art. As a student he developed the basic software for the flatbed plotter Zuse Graphomat Z64 at the Computing Center of the Technical University in Stuttgart in At one of the first exhibitions of digital art worldwide, he presented his work together with Georg Nees at the Wendelin Niedlich gallery in Stuttgart in November
The exhibition opened on the 5th of November at Galerie Wendelin Niedlich in Stuttgart Germany and lasted until the 26th of November. Two important exhibitions had preceded this one in the same year: The first exhibition of digital computer graphics in Stuttgart with works by Georg Nees, and the exhibition at the Howard Wise Gallery in New York. Both Frieder Nake and Georg Nees were influenced by the radically rational way of thinking that German philosopher, Max Bensewas propagating. It was firmly based on Charles S.
He and fellow pioneers A. Primarily a mathematician, Nake's colored computer drawings infor example, explored the visual expression of series of matrix multiplications, imagery. Nake's account of Manfred Mohr's hypercube series also reveals fascinating insights into the relationship between mathematics and aesthetics.