Fabulous Fibonacci

One of the most common Fibonacci numbers among the wonderful Fibonacci is the growth pattern of plants. Growth helix is ​​characterized by circular movement and elongation. As the shoots grow, it produces leaves at regular intervals but does not produce leaves after each complete spiral. Leaves are not directly above each other because all the leaves do not have the necessary elements. If both the numerator and the denominator are Fibonacci numbers, it seems that the leaves are produced on the stem by the degree ratio of the leaves.

From the relationship with Fib onacci number, there are many mathematical concepts named after Fibonacci. Examples include Brahmagupta-Fibonacci identity, Fibonacci search technology, Pisano era and so on. In addition to mathematics, Fibonacci's name includes asteroid 6765 Fibonacci and art rock band The Fibonaccis

Since Fibonacci numbers often appear in mathematics, there is a full journal, Fibonacci quarter, devoted to their research. Applications of Fibonacci numbers include computer algorithms such as Fibonacci search technology and Fibonacci heap data structure and graphs called Fibonacci cubes for interconnecting parallel and distributed systems. They also appear in biological environments such as branching of trees, petiole (arrangement of leaves on the stem), germination of pineapple, flowering of artichokes, loose ferns and pine cones.

The Fibonacci sequence appears in the biological environment and consists of two consecutive Fibonacci numbers such as branches, leaf placement on the leaves, pineapple fruit, artichoke flowering, loose fern and pine cone geometry, and bee genealogy have. However, Fibonacci's lack of evidence such as rabbit breeding, sunflower seeds, shell spiral, shell swirls using Fibonacci's own unreal example, Fibonacci numbers and gold parts are included in popular materials It is. The wave curves are related.

Freak dolphin's eye / fin / tail is part of the golden ratio, BFF of Fibonacci sequence. Like the Fibonacci sequence, it can be found in art, nature and architecture. Do you find the ratio between two Fibonacci numbers next to each other? The number you get is very close to the Golden Ratio - 1.62. I am not good at mathematics. However, I am an artist fascinated by topics I have not learned until now. Maybe it is because nature and art imitates mathematics - probably art expression is a creative way for the right brain to understand mathematics in a creative way, a way that creative geeks can understand Use it with. What I hate mathematics is hating the foundation of building nature, architecture, and art. Also seen in music