JOY

Sunburst functions. Confetti scatter. Lissajous curves in perfect bloom.

Sunburst radiation, confetti scatter distributions, Lissajous blooms, pinwheel symmetry, and bloom functions. Energy radiating outward from a center.

45 renders. 5 survived.

Bloom — r(θ) = a + b·cos(nθ), a > b

Bloom

r(θ) = a + b·cos(nθ), a > b

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Confetti — P(x,y) ~ Uniform(Ω), N >> 1

Confetti

P(x,y) ~ Uniform(Ω), N >> 1

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Lissajous — x = sin(3t), y = sin(4t)

Lissajous

x = sin(3t), y = sin(4t)

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Pinwheel — f(r,θ) = cos(nθ + αr)

Pinwheel

f(r,θ) = cos(nθ + αr)

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Sunburst — I(r,θ) = I₀ · (1/r) · Σ δ(θ - 2πn/N)

Sunburst

I(r,θ) = I₀ · (1/r) · Σ δ(θ - 2πn/N)

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Complete JOY Series

All 5 pieces as high-resolution PDFs. Print-ready at 300 DPI.

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▶The Story Behind This Series

Joy is centrifugal — it radiates outward. The mathematics of radiation, scatter, and bloom describe systems that expand from a center with no resistance. Light. Confetti. Fireworks. This series captures the geometry of feeling that goes outward.

Mathematical primitive: radial expansion, scatter distributions, symmetric bloom