Images for Mathematics
the way of images (50)
i concorsi fotografici (98)
Coxeter dossier (34)
le immagini per la via delle immagini (22)
dossier 4d (34)
which polygons tile the plane? (36)
the genus of a surface (50)
Hanoi s tower and hamiltonian circuits (8)
mathematics workshop (32)
"about the project" (70)
from "fun with hexagons" (30)
from "fragments of topology" (77)
from "symmetry and everyday life" (52)
from "towards the 4th dimension" (41)
from "seeing beyond..." (17)
from "mirrors" (49)
other matters (27)

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The Solomon's knot

On the facade of the synagogue in Trieste, we see the representation of a knot made of two...

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Cutting a torus

We can cut a torus along a simple, closed curve and it won't divide in two parts. See als...

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Cutting a torus

We can cut a torus along a simple, closed curve and it won't divide in two parts. See also...

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A torus

A virtual image of a torus.

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Cutting a Moebius strip

We can cut a torus along a simple, closed curve and it won't divide in two parts. See also...

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Cutting a Moebius strip

We can cut a Moebius strip along a simple, closed curve and it won't divide in two parts. ...

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From a decagon to a bitorus

How to get a bitorus from a decagon: this is the sixth and last step. Here you can see the...

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A trefoil knot

A trefoil knot with number of crossings 3.The image has been realized for the exhibition m...

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How knotted is a knot?

This knot, despite of its complicated appearance, is equivalent to a trefoil knot with 3 c...

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How knotted is a knot?

This knot, despite of its complicated appearance, is equivalent to a trefoil knot with 3 c...

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Matematita