H OM E OMOR PH ISM
A homeomorphism, also called a continuous transformation, is an equivalence relation and one-to-one correspondence between points in two geometric figures or topological spaces that is continuous in both directions.
Many forms observed in nature can be related to geometry. In accordance with classical geometry, the shapes that found in nature are consisting of lines and planes, circles and spheres, triangles and cones. These shapes actually are a powerful abstraction of reality, so we need primitive objects to give a form and understand the complex structure that exists in nature.
In H OM E OMOR PH ISM Dome A/V Performance, our starting point was topography and primitive object’s pertinent points of overlap. The inspiration comes from the extreme diversity of New Mexico’s landforms (which is divided into four regions; Great Plains, Rocky Mountains, Colorado Plateau, Basin and Range Province), general changes of topography and homeomorphism.
In collaboration with:
- IAIA | Institute of American Indian Arts in New Mexico, USA
- CERN, The European Organization for Nuclear Research, Geneva, Switzerland
- SAT, Société des arts technologiques [SAT], Montreal, Canada
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