Mathematical Geography and Global Art: The Mathematics of David Barr's "Four Corners Project."
Mathematical Geography and Global Art: The Mathematics of David Barr's "Four Corners Project."
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数学地理学与全球艺术：大卫·巴尔“四角计划”的数学。
DOI：
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发表时间：
1986
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影响因子：
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通讯作者：
S. Arlinghaus
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作者：
S. Arlinghaus;J. D. Nystuen;S. Arlinghaus
这本专著包含Nystuen的计算，实际上是巴尔用来定位他的抽象四面体雕塑在地球上。在复活节岛、南非、格陵兰岛和印度尼西亚的雕塑顶点的位置被史密森学会的美国艺术档案馆记录在电影中。除了档案材料，这本专着还包含Arlinghaus的解决方案，以更广泛的理论问题-是巴尔的选择一个四面体独特的在他最初的限制，并在一套柏拉图固体？该专着包括雕塑家大卫巴尔的序言。
This monograph contains Nystuen's calculations, actually used by Barr to position his abstract tetrahedral sculpture within the earth. Placement of the sculpture vertices in Easter Island, South Africa, Greenland, and Indonesia was chronicled in film by The Archives of American Art for The Smithsonian Institution. In addition to the archival material, this monograph also contains Arlinghaus's solutions to broader theoretical questions--was Barr's choice of a tetrahedron unique within his initial constraints, and, within the set of Platonic solids? The monograph includes a Preface by sculptor David Barr.