Did a Greek sculptor write down the formula for the perfect body?
Polykleitos wrote a book of proportions and made a statue to match. The book is lost, and nobody has agreed on the numbers.
โถ Start the storyAlmost certainly, yes, and then the book was lost. Polykleitos, an ancient Greek sculptor active in the 5th century BCE, is particularly known for his lost treatise, the Canon, a canon of body proportions that set out a mathematical basis for an idealised male body. His Canon was probably represented by his statue the Doryphoros, or "Spear Bearer". None of his original sculptures are known to survive: the Doryphoros comes down to us only in numerous Roman marble copies of the lost bronze.
Of the treatise, we have scraps. He is quoted as saying that "Perfection ... comes about little by little through many numbers", meaning that a statue should be made of clearly definable parts, all related to one another through a system of ideal mathematical proportions and balance. Galen later explained that the Canon got its name because it had a precise commensurability, symmetria, of all the parts to one another: of finger to finger, fingers to palm and wrist, and forearm to upper arm.
So the principle is clear and the numbers are not. Modern scholars have found an absence of any general agreement on how the Canon was applied in works of art. Rhys Carpenter called it a curiosity of archaeological scholarship that no one has extracted the recipe of the written canon from its visible embodiment.
The pose that came with the Canon, rigorously calculated, found in almost all works attributed to Polykleitos, did become a standard formula in Greco-Roman and later western European art.
Step 1: Start with the little finger's outer segment
The first unit
Step 2: Draw a square on it
Its diagonal is about 1.4142 times longer
Step 3: The diagonal gives the next segment
A knotted cord would do, no square roots needed
Step 4: Repeat along the hand and beyond
Checked on a Roman copy of the Doryphoros in Naples
Egyptian canon
- Grid of 21 squares, feet to eye line
- Drawn on the surface of the block
Polykleitos
- Parts related to one another through ideal proportions
- Treatise lost; the numbers are debated
Quiz me
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Recap
We have the principle (symmetria, parts related by number) and Roman copies, but no agreed numbers.
๐ก A trick to remember it ยท A book lost, a statue copied, a cord knotted: beauty by many small numbers.
Surprising fact ยท Tobin's reconstruction needs only a knotted cord and the diagonal of a square.
Sources (2)
No source, no claim. Every fact in this lesson (20 claims) cites at least one of these.