Images for Mathematics
applications (15)
topology (175)
maximum and minimum (97)
visualization (40)
symmetry (163)

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Fantamilano

If we take this map of Milan of the sixteenth century (whose shape is similar to a decagon...

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The Borromean rings

Borromean rings on the facade of the Biblioteca Ambrosiana in Milan.You can see also a det...

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A trefoil knot

A trefoil knot on a capital in the courtyard of S.Ambrogio church, in Milan.

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A knot

A knot on the paving of the Galleria, in Milan.The image has been used at the exhibition m...

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A Hopf link

The tails of these animanls form an Hopf link on the capital of S. Ambrogio church, in Mil...

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“Fake” Borrome...

On a fountain of the Castello Sforzesco in Milan, we can see this coat-of-arms. It should ...

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A trefoil knot

The trefoil knot is the simplest knot; here you can see the two versions (left and right) ...

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Borromean rings

Borromean rings are a three-components knot that used to be the coat-of-arms of the Borrom...

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The figure-eight knot is e...

Some knots aren't equivalent to their specular image, but this is not the case of the figu...

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(2,k)-torus knots

the torus knot of type (2,3) is the trefoil knot. You can see what happens when we increas...

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topology

objects (35)posters (5)photos of the city (17)images from the topology section (90)layout (38)

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Matematita