23 Aug-20 Nov 2011.
Using a dozen 3D images, this exhibition sets out to simplify mathematics and explain the complexities of nature with the help of mathematics. After being presented with the question "What do a croissant, a lemon and a spinning top have in common?", visitors are invited to become captivated by figures, to participate in the dialogue between geometry and algebra and to explore the properties of each of the 3D forms. The main objective of the exhibition is to break down the barriers of mathematics by combining it with art and education.