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1. www.smithsonianmag.com › smart-news › mathematiciansMathematicians Discover a New Class of Shape: the ‘Soft Cell’

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   Sep 24, 2024 · For example, soft cells could shed light on a type of cell expansion called tip growth, which is widely used in nature, such as by algae and fungi. The conditions that lead to soft tiling could ...

2. www.nature.com › articles › d41586/024/03099-6Mathematicians discover new class of shape seen throughout nature

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   Sep 20, 2024 · ‘Soft cells’ — shapes with rounded corners and pointed tips that fit together on a plane — feature in onions, molluscs and more. ‘Soft cells’ — shapes with rounded corners and ...

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4. www.popsci.com › science › new-soft-cell-shapeMathematicians define a new shape—and you’ve probably seen it

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   Sep 20, 2024 · Soft cells can be found in nautilus shells, onions, and even famous architectural designs. Hard as it may be to imagine, there’s a newly defined geometric shape on the books.

   • Author: Andrew Paul

5. www.popularmechanics.com › science › mathMathematicians Have Discovered the Secret Geometry of Life

   www.popularmechanics.com › science › math

   Feb 28, 2024 · Mathematicians show “soft cell” shapes are abundant in natural world. Soft cells are described as natural tiles with curved edges—a stark contrast to the mathematical solutions for creating ...

6. www.sciencefocus.com › news › new-shape-discoveredWe officially have a new shape, say mathematicians

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   While these shapes have been known for centuries, no-one has formalised the notion of soft cells until now. “Simply, no one has done this before”, Dr Chaim Goodman-Strauss, a mathematician at the National Museum of Mathematics in New York City, who was not involved in the work, told journal Nature. “It’s really amazing how many basic ...

7. www.ox.ac.uk › news › 2024/09/12-mathematiciansMathematicians discover new universal class of shapes to ...

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   Sep 12, 2024 · Remarkably, these ’ideal soft shapes’ are found abundantly in nature – from sea shells to muscle cells.The findings not only explain the geometry of biological tissues but could also unlock A team of mathematicians from the University of Oxford and Budapest University of Technology and Economics have uncovered a new class of shapes that tile space without using sharp corners.

8. People also ask

   What are soft cells?

   • ‘Soft cells’ — shapes with rounded corners and pointed tips that fit together on a plane — feature in onions, molluscs and more. ‘Soft cells’ — shapes with rounded corners and pointed tips that fit together on a plane — feature in onions, molluscs and more.

   Mathematicians discover new class of shape seen throughout nature

   www.nature.com/articles/d41586-024-03099-6

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   What are Soft Cell shapes?

   • From the spirals of shells to the layout of cells, a new class of shapes redefines nature’s complexity. Mathematicians show “soft cell” shapes are abundant in natural world. Soft cells are described as natural tiles with curved edges—a stark contrast to the mathematical solutions for creating tiling shapes.

   Mathematicians Have Discovered the Secret Geometry of Life

   www.popularmechanics.com/science/math/a46973545/soft-cells-secret-geometry-of-life/

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   What are examples of soft cells in nature?

   • Examples of 2D soft cells in nature include an onion’s cross-section, biological tissue cells, and islands formed by erosion in rivers. In 3D, the shapes can be found in nautilus shell segments.

   Mathematicians define a new shape—and you’ve probably seen it

   www.popsci.com/science/new-soft-cell-shape/

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   How do soft cells work?

   • The soft cells then smoothly deform into tiles and work in both two and three dimensions. 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 possibility to abundant natural example.

   Mathematicians Have Discovered the Secret Geometry of Life

   www.popularmechanics.com/science/math/a46973545/soft-cells-secret-geometry-of-life/

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   Why are soft cells important?

   • Professor Domokos added: ‘Soft cells help explain why, when you look at a cross section of a chambered shell, it shows corners but the 3D geometry of the chambers doesn't.’ Soft cells appear to be geometric building blocks of biological tissue and their existence opens up an array of questions in geometry and biology.

   Mathematicians discover new universal class of ... - University of Oxford

   www.ox.ac.uk/news/2024-09-12-mathematicians-discover-new-universal-class-shapes-explain-complex-biological-forms

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   What are soft cells and Z-Cells?

   • Dubbed both “soft cells” and “z-cells,” these shapes lack the telltale corners of theoretical math, but still fit together in both two dimensions and three dimensions. “A central problem of geometry is the tiling of space with simple structures,” the authors wrote.

   Mathematicians Have Discovered the Secret Geometry of Life

   www.popularmechanics.com/science/math/a46973545/soft-cells-secret-geometry-of-life/

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9. indianexpress.com › article › puzzles-and-gamesMathematicians discover ‘soft cells’, a new class of shapes ...

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   Sep 25, 2024 · Through doing this, they found entire new classes of soft cells with different tiling properties.”. Dongdaemun Plaza, a Seoul landmark designed using the ethos of this new shape by Zaha Hadid. Examining the geometry of complex life, researchers found that nature seemed to “abhor sharp corners”. They also noted that architects like Zaha ...