
ARTISMATHIC / 102 works
Drawingmathematics.
A function defines the path. Blender draws it. Explore the works and the equations behind them.
Explore the works↓A function. A path. A drawing.
№ 033Dimensions & topology ↗
EXPLORE / THE ARCHIVE
The works
Find a shape, a formula, or something you have not seen before.
102 works


The Fastest Path Is Not a Straight Line

Can Random Lines Measure Pi?

The 4D Shapes You Can Never Imagine

The Shape With Infinite Length But Zero Area

Why Do Only 5 Regular Solids Exist in 3D Space? | Sacred Geometry & Crystal Polyhedra

Why Does Nature Move in Spirals? | The Hidden Geometry of Kinematic Curves

Topology & The Impossible 3D Knots | From Reidemeister Moves to 4D Fiber Bundles

Can One Equation Draw a Rose?

Can Chaos Draw a Butterfly?

Can Math Tie a Knot?

Can Sine Waves Draw a Heart?

Can Two Frequencies Draw a Mandala?

Can One Spiral Draw a Sphere?

Can Two Waves Weave an Eye?

Can Math Fold Infinity into 3D?

Can Four Waves Weave a Labyrinth?

Can Three Waves Build a 3D Cage?

Can a Rolling Circle Weave This?

Can a Sphere and Cylinder Draw This?

Can a 71° Jump Weave This?

Can 3 and 7 Weave a 3D Knot?

Can Four Fading Waves Weave This?

Can One Line Fold Into a Dragon?

Can Three Sine Waves Weave a 3D Maze?

Can Straight Lines Hide a Heart?

Can One Line Weave a Möbius Strip?

Can One Equation Grow a Seashell?

Can 17 and 23 Weave a Vortex?

Can One Formula Grow a Crystal Flower?

Can One Line Weave a 3D Star Crown?

Can Two Waves Weave a Leaf?

Can One Line Build a 3D Hourglass?

Can One Equation Weave Butterfly Wings?

Can One Line Weave a Braided Ring?

Can One Equation Grow a Chrysanthemum?

A Tiny System Builds a Storm in 3D

Three Rotations Build an Impossible Crest

3 Equations Turn a Circuit Into Two Storms

32 Edges Reveal a 4D Cube

One Line Visits 4,096 Rooms

64 Loops Reveal a Bottle With No Inside

16,807 Steps Grow a Fractal Continent

64 Loops Weave a Surface Through Itself

Can Prime 521 Weave 520 Chords?

What Happens If a Flat Spiral Folds Into 3D?

Can 180 Straight Lines Hide One Curve?

144 Turns Weave a 20-Lobed Sphere

Can the Pythagorean Theorem Grow 511 Squares?

160 Rows Twist Into a Mathematical Horn

18 Triangles Twist Into a 3D Staircase

One Circle Can Turn a Bouncing Ray Into Chaos

One Unwinding String Becomes Two Gears

240° Later, This Shape Is Still 5.4 Wide

Watch One Line Turn From a Circle Into a Square

64 Tetrahedra Hide Inside One Continuous Line

62 Frequencies + 1 Line = π

Can One Line Visit All 60 Corners of a Soccer Ball?

What Happens When Earth Turns Under a Pendulum?

Can One Rule Turn Straight Lines Into Circles?

Why Does Mars Appear to Move Backward?

Can Repeating Curves Wake a Jellyfish?

Can the Golden Ratio Build a Pattern That Never Repeats?

Two Symbols Draw an Endless Maze

One Rolling Point Blooms 35 Petals

A 137.5° Jump Weaves a Golden Sun

Straight Chords Weave a 3D Diamond Crown

One Rule Can Weave a 3D Spherical Star

What Happens When One Line Ties a 3D Figure-8?

Can One Line Fold 4D Space Into 3D?

How One Line Blooms an 8-Petal Lotus

Can One Line Weave a 3D Crystal Chandelier?

12 Circles Weave a Sacred Rose Window

Can One Line Build Archimedes' 2,200-Year-Old Water Machine?

How One Line Builds an Infinite Fractal Triangle

The Hidden Geometry Inside the DNA Double Helix

13 Circles and 78 Chords Reveal Metatron's Cube

2 Pyramids and 8 Points Reveal Kepler's Star

How Pure Math Built a 500-Million-Year-Old Shell

What Happens When 4D Light Folds Into 3D?

Can 3 Rings Be Locked Without Ever Touching?

What If Infinity Fits Inside a Circle?

Can 8 Cylinders Carve a 3D Sphere Cathedral?

Watch One Line Carve an 8-Blade Turbine

Can 8 Gothic Arches Forge an Imperial Crown?

Watch One Equation Weave an Infinite 3D Horn

The Impossible 3D Star Knot Hidden Inside One Line

What If a 3D Surface Passes Through Itself?

How 3 Frequencies Weave a 3D Crystal Sphere

The 6D Quantum Core Hidden Inside One Equation

8 Harmonic Waves Weave 1 Blooming 3D Lotus

Can 24 Gears Weave an Infinite Mandala?

How 28 Math Chambers Carve a 3D Nautilus

What If a 3D Surface Has Zero Curvature Everywhere?

Can Infinite Circles Kiss Without Ever Crossing?

Watch One Math Formula Weave Pepe the Frog

Watch One Math Formula Weave Doge

What If a Wave Beats Like a Heart in 3D Space?

The Kinetic Rose Hidden Inside 4 Rolling Gears

Three Spheres Trap an Infinite Void

One Line Folds a 4D Hypercube

The Geometry That Swallows Itself
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Ways to see mathematics
Different rules. Unexpected forms. The same sense of wonder.
01Curves & geometry↗02Chaos & dynamics↗03Dimensions & topology↗04Fractals & patterns↗05Fourier & harmonics↗06Waves & probability↗07Logarithmic forms & biomathematics↗08Manifolds & topology↗09Conformal geometry & fractals↗010Differential geometry & surfaces↗011Fourier drawing↗012Fractals & inversion↗013Fractals & geometric patterns↗014Higher dimensions & 4D geometry↗
ARTISMATHIC / THE IDEA
Mathematics is the brush.
Artismathic explores a simple idea: mathematics can be beautiful before it needs to be explained.
Why mathematics?↗