Music with Roots in the Aether, an artwork by Robert Ashley, is comprised of seven two-hour programs featuring noted American experimental composers, created during the 1970's.
Each program is two hours long and consists of one part Landscape / Interview (one hour) and one part live performance (one hour).
In this short clip, which aired on French television on November 12, 1967, Xenakis discusses his work and his influences.
Artist Cory Arcangel was recently interviewed by Motherboard TV. The short clip walks through many of his most well known projects, like Super Mario Clouds (2002) and Drei Klavierstücke op. 11 (2009), with additional commentary by Arcangel.
An ongoing project by artists Michael Smith and Joshua White, Open House was commissioned by the New Museum, and presented in its lower level public gallery in 1999 when the institution still resided on Broadway. In this version, Open House was a large-scale installation of a Soho artist’s loft belonging to the fictional artist “Mike Smith,” who is created and played by the artist Michael Smith and who, viewers learned through a video-taped sales pitch playing in the entrance to the installation, has lived in the loft for over twenty years, and is now looking to sell it. According to the pitch, the new owner will inherit the loft and, in a gesture that lies somewhere in between personal erasure and a Buddhist-like surrendering of material possessions, the past twenty years of Mike Smith’s art, all made while he lived in Soho. This dual sale—of art and life—turns the Open House installation into both a marketing pitch and a memoir. It presents the artist’s two-decade trajectory in Soho: video-taped documentation of the rigorous building of the loft, which in itself resembles a durational performance art piece of the 1970s, his multi-faceted, multi-media art, his activism, and his personal evolution, all with a price-tag. Presented at a critical juncture in the fictional artist’s life, Mike’s story with Soho ends where Open House begins, with the desire to leave the neighborhood, or what it has become, for some place more affordable and less pretentious.
This interview with Michael Smith took place in anticipation of the launch of an online version of Open House—a project that was realized thanks to my colleague John Michael Boling, who worked with Smith to transfer the work from DVD to the web.
In the spirit of Raphaël Rozendaal's One Question Interviews, I conducted a "1-bit" interview with Rhizome-commissioned artist Tristan Perich. (I felt the idea was apropos given the artist's interest in the possibilities and constraints of basic forms.) Perich performed earlier this week at bitforms gallery in a benefit for his new album 1-Bit Symphony, which is a 45 minute long, five movement composition for a single microchip. 1-Bit Symphony is currently on display through November 7th at bitforms in New York City, along with Perich's Machine Drawings and his 1-Bit Video. Perich will also kick off a two month, cross-country tour with Lesley Flanigan beginning tomorrow, at the Stone in the East Village. He will be performing his composition for harpsichord and 4-channel 1-bit electronics titled "Dual Synthesis". (Full dates and details here.) I visited his bitforms show today (see photos below) where I had the opportunity to listen to 1-Bit Symphony, and it's truly extraordinary. I encourage readers to stop by. - Ceci Moss
What is your favorite unit of measurement and why?
The first unit of measurement to blow my mind was the parsec, which I came across in middle school in that amazing book, Powers of Ten. It described immensely vast distances, larger than a light year, which was really large. It quantified the universe. It was the first time I realized measurements could actually be cool, really cool. The book also went down to angstroms and fermis and pico fermis, accompanied by colorful illustrations of molecules and atoms. They're the only way we can relate to these huge and small places beyond our perception, essentially meaning, "bigger than you can possibly imagine" or "smaller than you can possibly imagine." A great book called Where Mathematics Comes From goes into how we can ...