Image/Film

Our computer generated images decorate several covers of software packages and books, and have been presented in numerous exhibitions at universities, museums, and other places around the world.

A Chmutov Surface with Many Singularities, visualization 2002 by MO-Labs

A Septic with 99 Singularities, equation 2005 by Oliver Labs, visualization 2008 by MO-Labs

A Humbert Surface, 1896, visualization 2002, by MO-Labs

A Cubic Surface, from a SuSE Linux cover, visualization 2002 by MO-Labs

You may use our images and films in talks and publications for free for non-commercial purposes when citing MO-Labs.com.

Most of our images are not included in this web-presentation yet. Please follow the links below to see some more. If you are interested in high quality prints of some of our images, or if you need and image of film you cannot find at all, feel free to contact us.

Oliver Labs at Deutsche Museum: Two of our pictures are part of the permanent collection of the Deutsche Museum at Munich, Germany. They are displayed in the so-called mathematical cabinet of the museum.
Oliver Labs at Imaginary: An Exhibition on the Beauty of Mathematics. To get and impression of the more than 50 exhibitions all around the world, visit the Imaginary website.
DFG (Deutsche Forschungsgemeinschaft, i.e. German Research Society): One of our images is one of the pages in the 2008 DFG calendar, and another one is the image on the official 2010 DFG Christmas Greetings card.
Some Springer book covers: Algebra, Geometry, and Software Systems, Algebraic Geometry and Geometric Modeling.
SuSE Linux Software Package covers by Oliver Labs.
Hypersurfaces with Many Singularities (PDF), Ph.D. Thesis by Oliver Labs.

Here are some of our own websites which present computer generated math images and math films:

Calendar.AlgebraicSurface.net (for mathematicians): An advent calendar of geometrical movies (with H.-C. G.v.Bothmer). Here is one of them:
$Blowup at a point$
Blowup in a point. From http://Calendar.AlgebraicSurface.net.
cubics.AlgebraicSurface.net (for mathematicians): Images of 45 topological types of cubic surfaces with only rational double points.
www.AlgebraicSurface.net: Links to sites with images and films of algebraic surfaces.