Researchers from Budapest University of Technology have uncovered a new class of shape called 'soft cells' that can tile with curved edges. These shapes, which are abundant in the natural world, have a strong connection to nature and challenge traditional mathematical solutions for tiling.
Mathematicians have discovered a new class of shape called ' soft cells ' that have curved edges and can tile in both two and three dimensions. These shapes, which are abundant in the natural world , are a departure from the traditional mathematical solutions for tiling. The researchers from Budapest University of Technology found that these soft cells smoothly deform into tiles and have a strong connection to nature.
This discovery highlights the intersection between theoretical mathematics and the real world
Mathematicians Soft Cells Curved Edges Tiling Natural World Budapest University Of Technology
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