Category: exhibitions
The exhibitions here are either solo or duo shows, the most recent listed first. (Artworks in group shows or smaller events are indicated on each piece’s page.)
-
surface-tiling curve hexahedron set (И 1-4)
a set of cubes surfaced with four iterations of a surface-tiling curve
-
surface-tiling curve (alternating iteration) construction diagram
a process diagram for the alternating iterations of surface-tiling curves
-
triangle tile-based surface-tiling curve listing band (И 3)
scaled listing band with surface-tiling curve segments
-
triangle-based surface-tiling curve segment intersection
splined variation of an octahedron’s surface-tiling curve
-
encompassed surface-tiling curve segment
surface-tiling curve segment resembling a certain piece of local architecture
-
surface-tiling curve deltahedron set (И 3)
folded, regular deltahedra tiled with the same curve segment
-
negative single twist components
A helix and a hexahedron are both composed from a single component, a negative single twist knot.
-
perspective hex
Eight knotted hexagons cover the surface of a cube in a pattern which is identical on each face of the solid.
-
woven tile hexahedron
Copies of a single metal tile are woven together to form a cube with a concave vertex.
-
metatronic solid face (hexahedron)
A single shape shows four negative paths curving around the center where they would otherwise intersect.
-
isometric hex knot
Outlined knot segments are inlaid with copper wire. Each segment follows a path which eventually returns to its origin.
-
exploded tetrahedron divided by surface-tiling curve И 1
a surface-tiling curve slices a tetrahedron into two identical folded shapes
-
layered multi polygon knot
A group of three similar polygons rotate to form a knot. Multiple glass layers show colors, the knot itself, and a faint outline.
-
metatronic solid (hexahedron)
Four lines make a reversed knot pattern covering all faces of a hexahedron, regardless of rotation (this same pattern can tile a plane).
-
tri angle polygonal knot
A parallelogram and a triangular line rotate to create an overall triangular shape.
-
knot tiling triangle-faced polyhedra
A single shape tiles the faces of all three equilateral triangle-faced regular polyhedra with knots.
-
exploded hexahedron tiled with a plane-filling curve
A single line bisects a hollow cube into two mirrored sections.
-
tile hexahedron
A shape with interlocking edges tiles a plane. The edges of these planes bend to form a hexahedron.
-
unicursal spiral tercet
Intersecting spirals become one line. The line can be traced from any point back to its origin.
-
reversed metatronic solid (hexahedron)
how to create a piece of art that you can see from all angles?
-
metatronic solid (tetrahedron)
Three lines make a reversed knot pattern covering all faces of a tetrahedron, regardless of rotation (this same pattern can tile a plane).
-
encompassed unicursal tercet knot
A hexagonal ring bound to another triply-twisted ring is suspended vertically.
-
tercet knot progression with self-similar encompassment
knots entangled with smaller versions of themselves
