A (rough) classification of math-artforthelukeofmath.com/documents/PortoConf-math-art.pdf ·...
Transcript of A (rough) classification of math-artforthelukeofmath.com/documents/PortoConf-math-art.pdf ·...
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A (rough) classification of ���math-art
Luke Wolcott Lawrence University
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A (rough) classification of ���math-art
Luke Wolcott Lawrence University
… (roughly) based on the relationship between the math and the art
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“about” math about art, or art about math illustrative, literal pointing the strength: gives us an excuse to look deeper, to appreciate the truth: when we look, we find math in the world when we look, we find beautiful and artful math
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Hiroshi Sugimoto
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Bernar Venet
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“behind” math used to generate or inspire art algorithmic art, music feels like there’s something mathematical going on the strength: mathematically interesting and aesthetically pleasant the truth: mathematical algorithms encode interesting processes art creation = process + aesthetic selective pressure modernism: the power of math
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Saul Schleimer and Henry Segerman Craig S. Kaplan
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Bridges mathematical art exhibition 2012
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“structuring” math plays an organizational role, a frame not a recipe more abstract, conceptual, and about ideas enfolds material and context the strength: conceptual richness whole is greater than sum of parts the truth: humanism of math, not equations but ideas and life postmodernism: context! material!
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Jorge Luis Borges
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Tony Smith
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Nathan Selikoff
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Gordon Matta-Clark
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“transcend and include” is what we would like to see contemporary mathematics and contemporary art contributing to mathematics and contributing to art transcending and unifying both the truth: math and art are two manifestations of a certain way of processing, and perhaps understanding, existence. the deepest is the connection between the artistic experience and the mathematical experience.
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Elizabeth McTernan and Luke Wolcott
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more info: www.forthelukeofmath.com