Because F* _{n}*→ φ

*ⁿ*when

*n*→ ∞

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# Archimedes Lab Project

## Posts

### φibonacci formula

### When matrices meet Fibonacci

### When Mondrian meets Pythagoras & Fibonacci

### The Genius Of Numbers

### Math Humor

### Nested Radicals

### Knot, knot, who’s there? Topology…

Lebrecht Goeritz was a German mathematician who designed some trivial knots almost a century ago. His most famous unknot has eleven crossings.

### A useful math hack…

### Fibonacci’s Soup

### Why √2 ∉ Q

Inspiring and Creative Resources & Tutorials for Science-Curious People

Because F* _{n}*→ φ

F_{0} = 1, F_{1} = 1, F* _{n}* = 1, F

Read more: https://mathworld.wolfram.com/FibonacciQ-Matrix.html

The side of medium white square / side of small black square = golden ratio, which is the limit of the ratio of consecutive Fibonacci numbers…

This geometric op art is available as prints and posters from our **online gallery.**

Photomosaic portrait of Albert Einstein made with random photographs of **numbers**.

It is only when the viewer moves away from the image that the portrait of Einstein appears. It is the distance that creates and unveils the truth, because everything is relative, as Einstein once said, and everything depends on the context, the environment or the point of view.

This op art work is exhibited in many Museums and galleries all around the world and is available as prints and canvases from our online gallery.

Meme that circulates widely on the net

Some remarkable infinite nested square roots of 2

Read more.

How to easily solve a nested radical equation,,,

You can adapt it to any repeating basic math operator in the infinitely nested radicals. The above nested radicals can be equal to whatever you want except 1, this is due to the particular **multiplicative identity properties** of the digit 1 (for instance, √1 = 1 and 1² = 1).

“Taste my recursive soup!”

– Fibonacci

The beautiful proof of why √2 ∉ Q