Description

The Sum Square of N explores the structure of numerical growth through repetition, symmetry, and spatial division. Floating spherical forms are arranged in deliberate sequences, suggesting accumulation and progression rather than singular events. The composition reflects the mathematical idea of summation—individual elements contributing to a larger, unified whole.

Layered color fields and receding landscapes create a sense of depth and scale, allowing abstract mathematics to coexist with a grounded sense of place. The repeated forms act as visual constants, while subtle shifts in color, reflection, and alignment introduce variation within order.

Rather than presenting mathematics as static or purely theoretical, the work frames it as an evolving system—one that shapes space, rhythm, and perception through accumulation and balance.