Mathematicians have discovered a series of new geometric shapes called 'soft cells'.

Mathematicians have discovered a series of new geometric shapes called 'soft cells'.

This discovery offers an opportunity to re-evaluate the relationship, between mathematical form and natural form

Soft cells open a new page in our understanding of the complexity of nature, and the reflections of mathematics in nature
Why is soft cell discovery important?
Soft cells stand out with their curved edges and uneven surfaces, rather than having sharp corners and flat surfaces like triangles, squares and hexagons, which are the classic solutions of mathematical geometry

[bungalowchill]

3/0 = sounder, or "the square root of the square root can be ignored."