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A torus knot of type (5,16). See also the interactive animation Two numbers for a knot.
The cover of the section relative to the topology of the exhibition catalogue of matemilan...
This map of Milan of the sixteenth century is a rough decagon. If we identify some sides o...
This knot, despite of its complicated appearance, is equivalent to a trefoil knot with 3 c...
How to get a torus knot of type (3,k). Third step: before pasting the cylinder, we give a ...
A Celtic knot, realized with the animation "Draw your own knot" of the CD of the exhibitio...
The problem of the three houses on a torus. You can see other versions of the problem. Yo...
A solution of the problem of the three houses on the torus. You can also try to solve this...
From a photo of hung knots in the section "Topology" of the exhibition matemilano at the ...
