Mathemagician Vi Hart Explains Spirals and Fibonacci Numbers in Doodles and Vegetables
What snuggled-up slug cats have to do with the math of cosmic wonder and simple beginnings.
By Maria Popova
You may recall math
Mathemagician Vi Hart Explains Spirals and Fibonacci Numbers in Doodles and Vegetables
What snuggled-up slug cats have to do with the math of cosmic wonder and simple beginnings.
By Maria Popova
You may recall mathemagician Vi Hart from her delightful stop-motion explanation of the Victorian novella Flatland on a Möbius strip and her ingenious illustrated unpacking of the science of sound, frequency, and pitch. Her latest doodletastic gem explores the mathematics of spirals and Fibonacci numbers through pine cones, cauliflower, pineapples, artichokes, and daisies.
It seems pretty cosmic and wondrous, but the cool thing about the Fibonacci series and spiral is not that it’s this big, complicated, mystical, magical supermath thing beyond the comprehension of our puny human minds that shows up mysteriously everywhere. We’ll find that these numbers aren’t weird at all — in fact, it would be weird if they weren’t there. The cool thing about it is that these incredibly intricate patterns can result from utterly simple beginnings.”
This is the first installment in Hart’s trilogy on the subject — keep an eye out for the two forthcoming parts.
For more on Fibonacci numbers, meet the man after whom they were named, a young Medieval mathematician who changed the very fabric of our lives — from our calendar to our business to the evolution of technology — when he wrote Liber Abbaci, Latin for Book of Calculation, in 1202. His story is one of the best science books of 2011 — riveting, important, and unmissable.
Published January 3, 2012