For example, for the first tiling below, each vertex is composed ... "Mono" means "one" and "-hedral" means "shape"; so monohedral tessellations are made up of only one shape, though the shape ...

These are the easiest tilings of the plane. They are “monohedral,” in that they consist of only one type of polygonal tile; they are “edge-to-edge,” meaning that corners of the polygons always match ...

The pair have taken the method of slicing known as “monohedral disc tiling” – which gives you 12 identically-shaped pieces, six with crust and six without – further by cutting curved ...

The work by Joel Haddley and Stephen Worsley builds on an earlier cutting technique called 'monohedral disc tiling', which naturally can be applied to circular objects like pizza. Monohedral ...

and it's a whole new world of crust-free slices. The technique is called "monohedral tiling" (yeah, us neither..) and involves cutting wavy lines into the pizza. You then cut the wavy slices in ...

In the introduction, the authors state, A tiling of a planar shape is called monohedral if all tiles are congruent to each other. We will investigate the possibility of producing monohedral ...

Mathematicians Joel Haddley and Stephen Worsley from The University of Liverpool have come up with this magical method which in the maths world is known as ‘monohedral disc tiling’.

The two men realised that by using a slicing recipe known as 'monohedral disc tiling', they could produce 12 identically sized pieces - six forming a star in the centre, and six dividing up the crust.

Although we'll simply know it as 'that odd way to cut pizza evenly', in the maths world this method is known as ‘monohedral disc tiling’. When the method is followed, it creates 12 perfectly ...

and it's a whole new world of crust-free slices. The technique is called "monohedral tiling" (yeah, us neither..) and involves cutting wavy lines into the pizza. You then cut the wavy slices in ...