Steven C. Ridgely – författare

Terayama Shuji (1935-1983) was an avant-garde Japanese poet, dramatist, film director, and photographer known for his highly provocative work. In this inventive and revealing work, Steven Ridgely examines Terayama's life and art to show that a conventional notion of him does not do full justice to the meaning and importance of his wide-ranging, often playful body of work.Ridgely places Terayama at the center of Japanese and global counterculture and finds in his work a larger story about the history of postwar Japanese art and culture. He sees Terayama as reflecting the most significant events of his day: young poets seizing control of haiku and tanka in the 1950s, radio drama experimenting with form and content after the cultural shift to television around 1960, young assistant directors given free rein in the New Wave as cinema combated television, underground theatre in the politicized late 1960s, and experimental short film through the 1970s after both the studio system and art house cinema had collapsed.Featuring close readings of Terayama's art, Ridgely demonstrates how across his oeuvre there are patterns that sidestep existing power structures, never offering direct opposition but nevertheless making the opposition plain. And, he claims, there is always in Terayama's work a broad call for seeking out or creating pockets of fiction-where we are made aware that things are not what they seem-and to use otherness in those spaces to take a clearer view of reality.

Locating the diffusion of mathematical concepts into modern literature, experimental music, and critical theory in twentieth-century JapanIn Indecomposable Continuum, Steven C. Ridgely explores where theoretical mathematics meets culture in twentieth-century Japan, tracing how concepts from relativity theory and topology migrated into Japanese art and literature. Through readings of avant-garde fiction, experimental sound practices, and postmodern theory, Ridgely demonstrates how topology became a language for rethinking space and perception.Ridgely focuses on abstract models such as the Klein bottle, non-Euclidean geometry, and the Lakes of Wada to reveal how Japanese artists and intellectuals like Yuasa Jōji, Inagaki Taruho, and Asada Akira transformed difficult mathematical ideas into powerful aesthetic and social imaginaries in surprising and clever ways. Rather than treating mathematics as separate from cultural studies, Ridgely positions topology itself as a cultural form whose abstractions generated new possibilities for artistic creation and theoretical inquiry in music, novels, and popular media.Indecomposable Continuum demonstrates how Japanese artists made seemingly impossible abstractions accessible and compelling, revealing the unexpected creativity that emerged when modern mathematics entered the cultural sphere. In doing so, the book offers a fresh perspective on the relationship between scientific thought and artistic modernism in Japan.Retail e-book files for this title are screen-reader friendly with images accompanied by short alt text and/or extended descriptions.