A more than 100 year-old classic for your own desk, in a modern, improved version! In 1869, Christian Wiener constructed the first model of a cubi...

A more than 100 year-old classic for your own desk, in a modern, improved version! In 1869, Christian Wiener constructed the first model of a cubi...

A modern classic for your desk, in a smoothed variant! The Barth Sextic is the most famous example of the sometimes so-called world record surfaces...

The Kummer Quartic is one of the most classical mathematical shapes; it was studied by E.E. Kummer around 1870. This smoothed version is highly sym...

The greatest Clebsch model you've ever seen. This shows the full potential of modern 3d-printing: just a small part of the shape of the Clebsch Dia...

A more than 100 year-old classic for your own desk, in a modern, improved version! In 1869, Christian Wiener constructed the first model of a cubi...

A more than 100 year-old classic for your own desk, in a modern, improved version! In 1869, Christian Wiener constructed the first model of a cubi...

Look at the smooth space curve in the interior of the cube from three sides... and you will see three very different plane curves: a parabola, a cu...

A more than 100 year-old classic for your own desk, in a modern, improved version! In 1869, Christian Wiener constructed the first model of a cubi...

Cubic Surfaces belong to the most classical Math Models. The Clebsch Diagonal Surface even made it to the 1892 Chicago World Fair. Knörrer and Mil...

Look at the smooth space curve in the interior of the cube from three sides... and you will see three very different plane curves: a parabola, a cu...

The Kummer Quartic is one of the most classical mathematical shapes; it was studied by E.E. Kummer around 1870. This smoothed version is highly sym...

Cubic Surfaces belong to the most classical Math Models. The Clebsch Diagonal Surface even made it to the 1892 Chicago World Fair. Knörrer and Mil...

A more than 100 year-old classic for your own desk, in a modern, improved version! In 1869, Christian Wiener constructed the first model of a cubi...

A more than 100 year-old classic for your own desk, in a modern, improved version! In 1869, Christian Wiener constructed the first model of a cubi...

The contour of the shape of this Math Object is essentially the M in our logo. Notice how the two branches meet in the middle of the letter, simila...

A more than 100 year-old classic for your own desk, in a modern, improved version! In 1869, Christian Wiener constructed the first model of a cubi...

The greatest Clebsch model you've ever seen. This shows the full potential of modern 3d-printing: just a small part of the shape of the Clebsch Dia...

This Math Object has four "tunnels" or "passages"; these come from a small deformation of our A4-Singularity Surface Math Model. See also MO-Labs....

The Swallowtail is one of the very few surfaces of which there are several quite different historical models, and at the same time, it is one of t...