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knotBook
A textile practitioner and two mathematicians with an interest in textile knotting carried out collaborative work to analyze textile knot practice and create novel knot pattern designs using mathematical tiling methods, in particular the Wang tiles. This paper shows how tiling notation was used to design knot diagrams and visualize novel patterns and structures
The research presented here examines topological drawing, a new mode of constructing and interactin...
Attention is focused on the theoretical principles governing the underlying geometry of motifs, bord...
Weaving is a well-developed technique that has existed in human history since millennia. Although th...
A mathematician and a textile practitioner both with an interest in textile knotting and a focus on ...
<p>The paper presents an ongoing collaborative project between a textile practitioner-researcher and...
A textile practitioner-researcher and a textile practitioner-mathematician have collaborated to anal...
This article presents a collaborative project between a textile practitioner-researcher (Nimkulrat) ...
This paper reports on an ongoing practice-led research project examining the relationship between ma...
In this paper we discuss various situations where tilings and patterns, with the aid of technology, ...
Abstract. In the mathematical knot theory, knot can be defined as an embedding of a circle in the th...
Typically in Oriental carpets, many patterns combine to make the whole. Within an oblong field there...
A mathematical knot is similar in concept to the everyday headphone cable, with the ends closed toge...
金沢大学理工研究域機械工学系Making knot is important work in the textile industry. Now, devices which make knots s...
Most wood boards contain knots. Knots are known as the most weakening factor affecting mechanical p...
Figure 1: Polyhedral patterns on a knot. Top: three polyhedral patterns tiling a knot and optimized ...
The research presented here examines topological drawing, a new mode of constructing and interactin...
Attention is focused on the theoretical principles governing the underlying geometry of motifs, bord...
Weaving is a well-developed technique that has existed in human history since millennia. Although th...
A mathematician and a textile practitioner both with an interest in textile knotting and a focus on ...
<p>The paper presents an ongoing collaborative project between a textile practitioner-researcher and...
A textile practitioner-researcher and a textile practitioner-mathematician have collaborated to anal...
This article presents a collaborative project between a textile practitioner-researcher (Nimkulrat) ...
This paper reports on an ongoing practice-led research project examining the relationship between ma...
In this paper we discuss various situations where tilings and patterns, with the aid of technology, ...
Abstract. In the mathematical knot theory, knot can be defined as an embedding of a circle in the th...
Typically in Oriental carpets, many patterns combine to make the whole. Within an oblong field there...
A mathematical knot is similar in concept to the everyday headphone cable, with the ends closed toge...
金沢大学理工研究域機械工学系Making knot is important work in the textile industry. Now, devices which make knots s...
Most wood boards contain knots. Knots are known as the most weakening factor affecting mechanical p...
Figure 1: Polyhedral patterns on a knot. Top: three polyhedral patterns tiling a knot and optimized ...
The research presented here examines topological drawing, a new mode of constructing and interactin...
Attention is focused on the theoretical principles governing the underlying geometry of motifs, bord...
Weaving is a well-developed technique that has existed in human history since millennia. Although th...
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