Conceptual Geometry

Conceptual Geometry

Conceptual Geometry in computational design means using basic shapes and rules to make complex forms with digital tools. Designers use simple points, lines, and curves as starting pieces, then set up instructions for how these pieces connect or change. Computers can quickly follow these instructions to build very detailed patterns or structures that would take a long time to draw by hand. This method helps designers test many ideas fast and see how small changes in the rules can make big differences in the final shape. Conceptual Geometry in this context helps turn ideas into digital models that can be changed, shared, and used for making things in the real world.

parametric modeling, algorithmic design, digital geometry, generative form

— Kevin Green