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Mind-blowing Math Behind Infinite Tile Patterns | Terry Moore #tedtalk
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But back in the 1970s Roger Penrose made a contribution to the world of mathematics and that part of mathematics known as tiling You know tiling The process of putting tiles together so that they form a particular pattern The thing that was remarkable about the pattern that Roger Penrose developed is that by using only two shapes he constructed a pattern that could be expanded infinitely in any direction without ever repeating In mathematics this is a property known as aperiodicity and the notion of an aperiodic tile set using only two tiles was such a sensation it was given the name Penrose Tiling.
DISCLAIMER: This channel and I do not claim any rights over any of the graphics, images, songs used in this video. All rights reserved to the respective copyright owners.
But back in the 1970s Roger Penrose made a contribution to the world of mathematics and that part of mathematics known as tiling You know tiling The process of putting tiles together so that they form a particular pattern The thing that was remarkable about the pattern that Roger Penrose developed is that by using only two shapes he constructed a pattern that could be expanded infinitely in any direction without ever repeating In mathematics this is a property known as aperiodicity and the notion of an aperiodic tile set using only two tiles was such a sensation it was given the name Penrose Tiling.
DISCLAIMER: This channel and I do not claim any rights over any of the graphics, images, songs used in this video. All rights reserved to the respective copyright owners.
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