Fractals | #ThursdayTreeLove and Repeating Patterns

Southern Live Oak with Spanish Moss

Nature uses only the longest threads to weave her patterns, so that each small piece of her fabric reveals the organization of the entire tapestry.  –Richard P. Feynman

What do fractals and trees have in common? Well, according to the Reflective Educator:

The growth of trees is actually a fairly mathematical process that at least involves fractal theory, graph theory, and topology. You can actually generate very realistic looking trees using a computer.

While my fractal trees look very little like actual trees, they started as a photograph of a Southern Live Oak gloriously embellished with Spanish moss. I captured the tree last weekend just after we entered Louisiana for our very quick road trip to New Orleans (Yes! I finally saw my parents after 16+ months!).

I played around with one style and different looks. Here’s a “macro” version:

Frax-6

And a “micro” version of the same image:

Frax-6b

If you look really closely (with a magnifying glass), you should be able to see how the patterns repeat ad infinitum, getting smaller and smaller and smaller.

Frax-8

Perhaps, if you look with a little imagination, you might be able to see the tree!


I am joining Parul Thakur for #ThursdayTreeLove every second and fourth Thursday of the month. If you would like to play along, post a picture of a tree on your blog and link it back to her latest #treelove post.

6 thoughts on “Fractals | #ThursdayTreeLove and Repeating Patterns

  1. Anjana says:

    WoW! I knew Fibonacci sequence in nature is seen in the arrangement of leaves and flower petals. But a look at the same theory through the fractal view is very refreshing and interesting! Good post, thanks for sharing this.

    Liked by 1 person

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