Mathematics as a window into the art of design and form

IF 0.3 Q4 MATHEMATICS, INTERDISCIPLINARY APPLICATIONS Journal of Mathematics and the Arts Pub Date : 2020-04-02 DOI:10.1080/17513472.2020.1734439
Loren Eiferman
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引用次数: 1

Abstract

I want to inspire in the viewer of my work a sense of wonder and awe of the natural world, as well as an appreciation of the mathematical structure of shapes and designs that are found in the world that surrounds us all. A common human experience is a simple act of picking up a stick from the ground – peeling the bark off with our fingernails and touching the smooth softwood underneath. My work taps into that same primal desire of touching nature and being close to it as well as appreciating the simple mathematical elegance of patterns and relationships that exist within nature. Trees connect us back to nature, back to this Earth. When walking in the forests surrounding my home, I am constantly picking up sticks of different sizes and lengths. My material surrounds me daily and how extraordinary is it to find something so ubiquitous and be able to create art from that. To craft my work, I usually begin with a drawing. This sketch acts like a road map for what I want my work to look like. That sketch always takes into account not only the structural form and line of the proposed sculpture but also numbers and fractions of each transition and segment that are built into the wooden sculpture. My work is not steam bent. Over many decades I have created a unique technique of working with wood – my primary material. I start out each day collecting tree limbs and sticks that have fallen to the ground. Next, I debark the branch and look for shapes found within each piece of wood. I then cut and permanently join these small shapes together using dowels and wood glue. Then, all the open joints get filled with a homemade putty and sanded. This process of putty and sanding usually needs to be repeated at least three times. It is a very time-consuming process and each sculpture takes me a minimum of a month to build. The sculpture that is being constructed appears like my line drawing but in space. I am interested in having my work appears as if it organically grew in nature, when in fact each sculpture is frequently composed of over 100 small pieces of wood that are seamlessly joined together. My influences are many – from looking at the patterns in nature and plant life on this Earth to researching the heavenly bodies in the images beamed back from the Hubble Telescope – from studying ancient Buddhist mandalas and sacred geometry throughout the ages to delving into quantum physics and string theory. All these influences inspire me daily.
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数学是进入设计和形式艺术的窗口
我想在我的作品中激发观众对自然世界的惊奇和敬畏感,以及对我们周围世界中形状和设计的数学结构的欣赏。一个常见的人类经验是一个简单的动作,从地上捡起一根棍子——用指甲剥掉树皮,触摸下面光滑的软木。我的作品触及了触摸自然和接近自然的原始欲望,以及欣赏自然中存在的模式和关系的简单数学优雅。树木将我们连接回大自然,连接回地球。在我家周围的森林里散步时,我经常捡起不同大小和长度的树枝。我的材料每天都围绕着我,找到如此无处不在的东西,并能够从中创造艺术,这是多么非凡的事情。为了制作我的作品,我通常从绘画开始。这个草图就像我想要我的工作看起来的路线图。这个草图不仅考虑了拟议雕塑的结构形式和线条,还考虑了木制雕塑中每个过渡和分段的数量和分数。我的工作并不劳累。几十年来,我创造了一种独特的技术与木材工作-我的主要材料。我每天开始收集掉在地上的树枝和树枝。接下来,我把树枝剥下来,在每块木头里寻找形状。然后,我用销子和木胶将这些小形状切割并永久地连接在一起。然后,用自制的腻子填满所有开放的接缝并打磨。这一过程的腻子和砂通常需要重复至少三次。这是一个非常耗时的过程,每个雕塑至少需要一个月的时间来完成。正在建造的雕塑看起来像我的线条画,但在空间中。我喜欢让我的作品看起来像是在大自然中有机生长的,而实际上每个雕塑通常是由100多个小木片无缝连接在一起组成的。我的影响是多方面的——从观察地球上自然和植物生命的模式到研究哈勃望远镜传回的图像中的天体——从研究古代佛教曼陀罗和神圣几何到钻研量子物理学和弦理论。所有这些影响每天都激励着我。
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来源期刊
Journal of Mathematics and the Arts
Journal of Mathematics and the Arts MATHEMATICS, INTERDISCIPLINARY APPLICATIONS-
CiteScore
0.50
自引率
0.00%
发文量
19
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