Tangle — γ(t): [0,1] → R³, self-intersecting

Tap to zoom

Tangle

γ(t): [0,1] → R³, self-intersecting

Multiple space curves that intersect and interleave — each individually traceable, together inseparable.

Individually clear, collectively inseparable

Part of: CONFUSION

Digital Download

High-resolution PDF, 300 DPI, print-ready

Or get the complete CONFUSION series for $82 →

More from CONFUSION

Aliased — f_alias = |f - n·f_s|, n = round(f/f_s)

Aliased

f_alias = |f - n·f_s|, n = round(f/f_s)

Knot — K: S¹ → S³

Knot

K: S¹ → S³

Labyrinth — maze(x,y) = {0,1} | ∃! path(start, end)

Labyrinth

maze(x,y) = {0,1} | ∃! path(start, end)

$Vertigo — r(t) = e^{-at}(cos ωt, sin ωt, t)$

Vertigo

r(t) = e^{-at}(cos ωt, sin ωt, t)