Mathematical Art Prints

Every piece in this collection is generated from a real mathematical equation. Lorenz attractors, Fourier series, bifurcation diagrams, coupled oscillators, Voronoi tessellations, catastrophe folds — each rendered in Python and evaluated as art. No AI. No randomness for its own sake. Just equations that happen to look like feelings.

This is generative art in the truest sense: code that takes a function and a set of parameters and produces a visual field. The artist's role is choosing which equation maps to which emotion, tuning the parameters until the output resonates, and curating ruthlessly — over 1,200 renders were produced; fewer than 170 survived.

The equations are printed alongside each piece. If you know the math, you can read the feeling. If you don't, the image speaks for itself.

Museum-quality giclée on Hahnemühle German Etching 310gsm. Three sizes: 12×8" ($45), 24×16" ($95), 36×24" ($175). Free shipping.

AWE

inverse-square law, orbital mechanics, blast waves, gravitational lensing

The cosmic sublime. Solar coronas, gravitational waves, ten thousand galaxies in a single frame.

Eclipse

I(r) = I_corona / r

Singularity

r(φ) = a(1-e²)/(1+e·cosφ)

Radiance

I(r) = I₀/r²

Cosmic Web

ρ(r) ~ Σ G_ij / r

Deep Field

N(>S) ~ S^{-3/2}

Gravitational Waves

h(r,t) = A·cos(kr-ωt)/r

Murmuration

v_i = α·align + β·cohere + γ·separate

Overview

h/R ≈ 0.01‰

CONNECTION

magnetic fields, orbital mechanics, Lissajous curves, torus knots, Kuramoto synchronization

Two forms moving through the same space. Neither leads nor follows. The gap between them is the relationship.

Magnetic

B = B₁ + B₂, ∇×B = μ₀J

Lorenz

dx/dt = σ(y−x), dy/dt = x(ρ−z)−y

Phase Sync

dθ/dt = ω + (K/N)Σsin(θⱼ−θᵢ)

Torus Knot

x = (R+r·cos(qt))cos(pt)

Lissajous

x = sin(3t), y = sin(2t + φ)

FRACTURED

piecewise discontinuous functions, bifurcation, Voronoi tessellation

The moment things come apart. Not randomly — along every line of weakness that was already there.

Bifurcation

x_{n+1} = rx_n(1 - x_n)

Erosion

∂z/∂t = D·∇²z

Glass Fracture

K_I = σ√(πa)

Seismic Fault

log₁₀(N) = a - bM

Voronoi Shatter

V(p) = {x : d(x,p) ≤ d(x,q) ∀q}

CYCLES

closed orbits, phase portraits, Möbius topology, recurrence

Patterns that return without being asked. Loops that take two passes to complete. Orbits that always come home.

Möbius

R·eⁱᵗ + r·cos(t/2)·eⁱᵗ

Seasons

T(t) = T̄ + A·sin(2πt/P + φ)

Loom

x(t) = x(t + T), T = 2π/ω

Tidal

h(t) = Σ Aₙcos(ωₙt + φₙ)

Phase Portrait

x'' − μ(1−x²)x' + x = 0

Breathing

r(t) = r₀ + A·sin(ωt + φ)

GROWTH

L-systems, space colonization, sigmoid activation, power-law expansion, amplitude amplification

One rule applied thirteen levels deep. A meadow growing at its own pace. The mathematics of reaching toward light.

Branch

A→F[−θA][+θA], 13 levels, θ=35°, r=0.82

Strata

h(n) = 0.1 + H·(n/N)^1.3, color(n) = palette[(n/N)^0.65]

Mycelium

SC(attract, kill, step) + nutrient zones

Arise

x(t) = x₀ − d·α·t, y(t) = y₀ + H·t

TENSION

interference, torsion, buckling, opposing forces

The space between holding and collapse. Systems that cannot rest and will not resolve.

Buckling

P_cr = π²EI / (KL)²

Fracture

σ = Eε (until σ > σ_y)

Interference

A(x) = A₁sin(k₁x) + A₂sin(k₂x)

Opposition

F_net = F₁ - F₂ = 0, |F₁| > 0