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THE WORLD IS LIKE A PUZZLE.

Creating Square Koch Surfaces Using Origami
This polyhedral structure explores 3-dimensional fractals. This model is the second iteration of a Square Koch Surface. The paper is published in the Bridges Richmond 2024 proceedings.

Using Origami to Make Abstract Elevations of Polyhedra
These polyhedral structure explores different polygonal shapes, combining a dodecahedron and its elevation (left), and an icosahedron and its elevation (right). More information on the paper including folding diagrams and supplimentary materials are published in the Bridges Halifax 2023 proceedings.

This model of a fractal is the second iteration of a Menger Sponge. . Exhibited at the Mathematical Art Exhbition, Bridges Richmond 2024, USA.

This structure represents a 6 colored, 6 pointed torus. It is almost donut-like. exhibited at OrigamiUSA, Origami by Children in 2024.

This polyhedral structure explores the combination of a truncated icosahedron with prisms on each face Exhibited at the Joint Math Meeting in San Francisco, 2024.

This polyhedral structure explores different polygonal shapes combining a rhombicosidodecahedron and an icosidodecahedron. Exhibited at the 2023 Joint Math Meeting, Boston, USA.

This polyhedral structure explores different polygonal shapes combining a rhombicuboctahedron and its elevation. Exhibited at the Mathematical Art Exhbition, Bridges Halifax 2023, Canada.

This polyhedral structure explores different polygonal shapes combining an icosidodecahedron and its elevation. Exhibited at the Mathematical Art Exhibition, Bridges Aalto 2022, Finland.