A Piece of the Pi: mathematics explained
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Hexagonal knot mosaics
A hexagonal knot mosaic is a way to draw a knot on a hexagonal board.
Nov 3
•
Richard Green
4
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A Piece of the Pi: mathematics explained
Hexagonal knot mosaics
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7
Knots and the Menger sponge
The Menger sponge is a fractal formed by iteratively subdividing a cube into 27 equal cubes, and then removing the central cube of each face and the…
Sep 9
•
Richard Green
11
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A Piece of the Pi: mathematics explained
Knots and the Menger sponge
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3
Toroidal Hitomezashi patterns
Hitomezashi is a traditional form of Japanese embroidery in which patterns arise from the alignment of single stitches made on a grid, as in the picture…
Sep 12, 2023
•
Richard Green
8
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A Piece of the Pi: mathematics explained
Toroidal Hitomezashi patterns
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4
The horned sphere and the game of Hex
This picture shows the Alexander horned sphere, which is a very nonstandard way to embed a sphere into 3-dimensional space. The horned sphere, which was…
Aug 24, 2023
•
Richard Green
2
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A Piece of the Pi: mathematics explained
The horned sphere and the game of Hex
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4
Ham sandwiches and necklace splitting
At any given time, there are two diametrically opposite points on the earth’s surface that have the same temperature and the same barometric pressure.
Jun 28, 2023
•
Richard Green
7
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A Piece of the Pi: mathematics explained
Ham sandwiches and necklace splitting
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4
Fractal squares
This animation shows the construction of the Sierpiński carpet, a fractal that was first described by Wacław Sierpiński in 1916.
Jun 21, 2023
•
Richard Green
3
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A Piece of the Pi: mathematics explained
Fractal squares
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4
Prime knots and knot mosaics
A knot in mathematics refers to an embedding of a circle in three dimensional Euclidean space. Knots can be thought of as closed loops of string, and…
Jun 17, 2023
•
Richard Green
3
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A Piece of the Pi: mathematics explained
Prime knots and knot mosaics
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4
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