| Still Facing Infinity: Sculpture by Erwin Hauer Contributor(s): Hauer, Erwin (Author), Hill, John (Editor) |
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ISBN: 1864707410 ISBN-13: 9781864707410 Publisher: Images Publishing Group OUR PRICE: $45.00 Product Type: Hardcover Published: February 2018 |
| Additional Information |
| BISAC Categories: - Art | Individual Artists - Monographs - Architecture | Interior Design - General - Art | Techniques - Sculpting |
| Dewey: 729.2 |
| Physical Information: 1.3" H x 10.6" W x 11.2" (3.60 lbs) 224 pages |
| Descriptions, Reviews, Etc. |
| Publisher Description: -Monograph covering the long and successful career of sculptor Erwin Hauer, known for his infinitely expandable two- and three-dimensional works -Contains detailed presentations on a number of significant works, including Jerusalem Tower and Infinite Surface I-WP -Abundant array of full-color and black-and-white photography Over the course of 60-plus years, Erwin Hauer has created modular sculptures that feature penetrations and prominent interior voids yet, remarkably, are bonded by continuous surfaces. The modules of these sculptures contain the seeds of infinity: what Hauer calls 'continua'. Still Facing Infinity covers the full scope of Hauer's artistic oeuvre, from early two-dimensional works that double as room dividers to three-dimensional, space-filling sculptures that are conceptually similar to innovative architecture and engineering (works by Antoni Gaudi, F lix Candela, and Frei Otto) as well as advanced mathematical concepts (triply periodic infinite surfaces without self-intersections). Hauer offers detailed presentations in writings as well as in abundant photographs of a number of significant works, including Jerusalem Tower and Infinite Surface I-WP, the basis for numerous tabletop and large-scale sculptures as well as for two independent series that explore multiple iterations of the infinite surface concept. Introduction; Jerusalem Tower, Explorations in the Planar Dimension, The Earlier Family Tree, Matrix 54, The New Family Tree, Opportunities and Discoveries, Architectural Installations, Infinite Surfaces, Focus on Infinite Surface I-WP, The Nexus and Labyrinth Project, Linear Progressions, A Busman's Holiday; Appendix |