not too much literature exists on what is considered mathematical sculpture. In an interesting article Ricardo Javier Barrallo Zalaya and teachers at the Polytechnic University of Valencia and the Basque Country University Spain respectively, defined this concept and is illustrated with various sculptures. This article defines the sculpture mathematics as one in which in its conception, development or implementation is essential the use of mathematics. An example of this type of sculpture is the work "Untitled" by Andreu Alfaro , we can see in the Rambla de Santa Cruz de Tenerife. It is a ruled surface achieved only through a line that moves to form a hyperboloid. This colossal structure in the city serves as a reservoir of water.
Other authors of this type of sculpture is, to quote one, John Robinson and J Carvajal avier with its "parallel slices" among others.
Other authors of this type of sculpture is, to quote one, John Robinson and J Carvajal avier with its "parallel slices" among others.
