Description

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, Félix 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.

Still Facing Infinity: Sculpture by Erwin Hauer

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Hardback by Edwin Hauer , John Hill

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Short Description:

Over the course of 60-plus years, Erwin Hauer has created modular sculptures that feature penetrations and prominent interior voids yet,... Read more

    Publisher: Images Publishing Group Pty Ltd
    Publication Date: 01/02/2018
    ISBN13: 9781864707410, 978-1864707410
    ISBN10: 1864707410

    Number of Pages: 224

    Non Fiction , Art & Photography

    Description

    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, Félix 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.

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