Topological Form

Topological Form

Topological Form is a way to shape buildings and spaces using rules from mathematics that focus on how surfaces connect and twist, rather than on their size or exact shape. In computational architecture, designers use software to create these forms by changing how points, lines, and surfaces are linked together. This lets designers make complex shapes that can be stretched or bent without breaking their basic connections. These forms help with things like airflow, light, and movement inside a building. Using computers, designers can quickly test many versions of these forms to find the best one for a project.

parametric modeling, generative design, surface continuity, computational geometry

— Kevin Green