FRACTAL SYMMETRY

images from mathematics

Ever since I first became aware of fractals I have found them visually fascinating and endless fun to play with using readily available software. This blog is an excuse to publish some of the images I produce during moments of sef-indulgence on the computer.
With a love of kaleidoscopes I have always found most pleasure in producing simple symmetrical or mandalic single-layer images as opposed to the more artistic creations many prefer to make. Most of the images posted therefore tend to reflect my preference for simplicity & symmetry. They are posted at a size of 1600 x 900 pixels. If any take your fancy feel free to download them.
Click on the thumbnails for full size .jpg images then right-click "save image as".
The included dynamic videos can be viewed full screen @ HD 1080.

3.5.16

UltraFractal164

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2.5.16

UltraFractal163

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30.4.16

UltraFractal162

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28.4.16

UltraFractal161

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26.4.16

UltraFractal160

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20.5.15

UltraFractal159

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30.4.15

UltraFractal 158

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3.4.15

UltraFractal157

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29.3.15

UltraFractal156

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24.3.15

UltraFractal155

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23.3.15

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16.3.15

UltraFractal154

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15.3.15

UltraFractal153

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14.3.15

UltraFractal152

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12.3.15

UltraFractal151

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10.3.15

UltraFractal150

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9.3.15

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7.3.15

UltraFractal149

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21.2.15

UltraFractal148

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15.2.15

UltraFractal147

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12.2.15

UltraFractal146

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6.2.15

UltraFractal145

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31.1.15

UltraFractal144

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24.1.15

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22.1.15

UltraFractal143

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18.1.15

UltraFractal142

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17.1.15

UltraFractal141

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15.1.15

UltraFractal140

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13.1.15

UltraFractal139

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12.1.15

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10.1.15

UltraFractal138

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8.1.15

UltraFractal137

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4.1.15

UltraFractal136

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2.1.15

UltraFractal135

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29.12.14

UltraFractal134

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25.12.14

UltraFractal133

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23.12.14

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21.12.14

UltraFractal132

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18.12.14

UltraFractal131

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13.12.14

UltraFractal130

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8.12.14

UltraFractal129

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30.11.14

UltraFractal128

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29.11.14

UltraFractal127

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28.11.14

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26.11.14

UltraFractal126

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25.11.14

UltraFractal125

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23.11.14

UltraFractal124

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21.11.14

UltraFractal123

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18.11.14

UltraFractal122

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17.11.14

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A BIT ABOUT FRACTALS

Fractals are created by a type of mathematical formula that is re-generative ad infinitum. Specialized software turns these formula into images that can be easily manipulated by making small changes to the mathematical components from which they originate. Color gradient maps give the images their spectacular appearance. These gradient maps can also be endlessly manipulated and applied to the images in countless ways.

Fractal mathematics are a fundamental component of nature. Their influence can seen in the smallest shell to the largest tree.

For a comprehensive description of fractals and their origins visit Wikipedia.

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