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Feb 28, 2024 · A team of researchers revealed how theoretical mathematical concepts take on a real-world life when discovering a completely new “soft cell” shape that crossed over from mathematical ...
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Tiling patterns can be found thoughout the natural world - from honeycomb to fish scales. But now researchers have come up with a new way to create patterns in petri dishes - using bacteria. By engineering bacterial cells to express uniquely adhesive proteins on their surface, the team could create linear patterns - formed as colonies of cells stuck together when they grew. What's more, by varying the exact proteins expressed and modelling where to place the bacterial cells , they were able to control the resulting geometry - creating a range of complex patterns
Research paper: 4-bit adhesion logic enables universal multicellular interface patterning
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doi: https://doi.org/10.1038/d41586-022-02176-y
In geometry, a generalized polygon can be called a polygram, and named specifically by its number of sides. All polygons are polygrams, but they can also include disconnected sets of edges, called a compound polygon.
PolyGram N.V. was a multinational entertainment company and major music record label formerly based in the Netherlands. It was founded in 1962 as the Grammophon-Philips Group by Dutch corporation Philips and German corporation Siemens, to be a holding for their record companies, and was renamed "PolyGram" in 1972.
Jun 7, 2024 · Polygram. A regular polygram is generalization of a (regular) polygon on sides (i.e., an -gon) obtained by connecting every th vertex around a circle with every th, "picking up" the pencil as needed to repeat the procedure after traversing the circle until none of the vertices remain unconnected.
Aug 11, 2022 · The geometry of life: When mathematics meets synthetic biology. Tiling patterns can be found thoughout the natural world - from honeycomb to fish scales. But now researchers have come up with...
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Polygrams. A polygram is like a polygon but the sides are allowed to cross. A polygram of n-sides or vertices is called an n-gram and for particular values of n we can give them individual names as for polygons.
