It is possible to make interwoven structures by using two or more surfaces with holes. Several solutions are known. And also interwoven structures have been made with two or more 3D objects with holes. One example is M.C. Escher’s ‘Double Planetoid’ [1], a combination of two tetrahedra. In this paper I show that we don’t need two or more separate surfaces: even with one single surface, we can make interesting interwoven structures which seem to be multi-layered, in 2D as well as in 3D.status: publishe
texas a&m university Plain weaving is one of the most beautiful and widely used geometric forms....
The paper presents some theorems about interlaced spheres of different dimensions in multidimensiona...
International audienceAt conferences in Beijing (Monnot, 2018) and Barcelona (Monnot, 2019), the con...
AbstractWe show how planar frames can be interwoven in an over-under fashion with a point on every o...
About ten years ago I discovered an interesting way to construct a tetrahedral shape by sliding toge...
The artist is not simply a passive reflector of his or her world, but a dynamic creator of it. I hav...
We analyse two-component “weavings” made of a pair of dual (p,q) and (q,p) nets that undulate on bo...
Weaving is a well-developed technique that has existed in human history since millennia. Although th...
Tiling space and slabs with acute tetrahedra, with David Eppstein and Alper Üngör. We show it is pos...
surface to buckle out into the third dimension. On the unstretched disc, the shortest distance betwe...
Abstract Five art sculpture pieces are presented that compliment the paper "A Search in Progres...
We describe a construction procedure for polycontinuous structures, giving generalisations of bicont...
A series of ceramic artworks are presented, inspired by the author's research connecting theoretical...
We describe a construction procedure for polycontinuous structures, giving generalisations of bicont...
The tetrahedron is a well-known polyhedron. The tetrahedron can be shown with a set of lines (bars) ...
texas a&m university Plain weaving is one of the most beautiful and widely used geometric forms....
The paper presents some theorems about interlaced spheres of different dimensions in multidimensiona...
International audienceAt conferences in Beijing (Monnot, 2018) and Barcelona (Monnot, 2019), the con...
AbstractWe show how planar frames can be interwoven in an over-under fashion with a point on every o...
About ten years ago I discovered an interesting way to construct a tetrahedral shape by sliding toge...
The artist is not simply a passive reflector of his or her world, but a dynamic creator of it. I hav...
We analyse two-component “weavings” made of a pair of dual (p,q) and (q,p) nets that undulate on bo...
Weaving is a well-developed technique that has existed in human history since millennia. Although th...
Tiling space and slabs with acute tetrahedra, with David Eppstein and Alper Üngör. We show it is pos...
surface to buckle out into the third dimension. On the unstretched disc, the shortest distance betwe...
Abstract Five art sculpture pieces are presented that compliment the paper "A Search in Progres...
We describe a construction procedure for polycontinuous structures, giving generalisations of bicont...
A series of ceramic artworks are presented, inspired by the author's research connecting theoretical...
We describe a construction procedure for polycontinuous structures, giving generalisations of bicont...
The tetrahedron is a well-known polyhedron. The tetrahedron can be shown with a set of lines (bars) ...
texas a&m university Plain weaving is one of the most beautiful and widely used geometric forms....
The paper presents some theorems about interlaced spheres of different dimensions in multidimensiona...
International audienceAt conferences in Beijing (Monnot, 2018) and Barcelona (Monnot, 2019), the con...