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## #1 2013-04-15 07:24:37

berliner
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### Berliner's aperiodic tiling

We all know what are the tessellations. If you just look at a tiled floor you see a regular tiling, then there are aperiodic tiling, which don't have a pattern. Here there are two aperiodic tiling. In picture 1 there is an aperiodic tiling with two tiles. In picture 2 you will see where I got the tiles. In picture 3 there's another aperiodic tiling whit one only tile.

Mathematichs is the queen of sciences - C. F. Gauss

## #2 2013-04-17 04:41:30

berliner
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### Re: Berliner's aperiodic tiling

Hi everyone;

I made a new tessellation. I hope you enjoy it!

Mathematichs is the queen of sciences - C. F. Gauss

## #3 2013-04-17 11:32:38

Agnishom
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### Re: Berliner's aperiodic tiling

Looks wonderful

'And fun? If maths is fun, then getting a tooth extraction is fun. A viral infection is fun. Rabies shots are fun.'
'God exists because Mathematics is consistent, and the devil exists because we cannot prove it'
'The whole person changes, why can't a habit?' -Alokananda

## #4 2013-04-17 14:57:30

berliner
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### Re: Berliner's aperiodic tiling

Thanks! I would like to make these more bigger, but I have a problem to post the picture beacuse of its size.

Mathematichs is the queen of sciences - C. F. Gauss

## #5 2013-04-25 02:07:19

berliner
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### Re: Berliner's aperiodic tiling

New tessellation. I hope you enjoy it!

Mathematichs is the queen of sciences - C. F. Gauss

## #6 2013-04-25 03:53:30

Mrwhy
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### Re: Berliner's aperiodic tiling

How did you invent these tilings

can it be done in 3 dimensions?

## #7 2013-04-25 05:36:53

berliner
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### Re: Berliner's aperiodic tiling

I never thought to did these in 3D, I will think...
The picture shows the tilings

Mathematichs is the queen of sciences - C. F. Gauss

## #8 2013-04-26 10:19:32

mathgogocart
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### Re: Berliner's aperiodic tiling

#### berliner wrote:

We all know what are the tessellations. If you just look at a tiled floor you see a regular tiling, then there are aperiodic tiling, which don't have a pattern. Here there are two aperiodic tiling. In picture 1 there is an aperiodic tiling with two tiles. In picture 2 you will see where I got the tiles. In picture 3 there's another aperiodic tiling whit one only tile.

Wow,cool! ")

Hey.