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Mandelbrot Fractal Print

Framed Print : Mandelbrot Fractal Print
Framed Print : Mandelbrot Fractal Print
Framed Print : Mandelbrot Fractal Print
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Framed Prints From Science Photo Library


 

Framed Print of Mandelbrot fractal F008 / 4429

Mandelbrot fractal. Computer graphic showing a fractal image derived from the Mandelbrot Set. Fractals geometry is used to derive complex shapes as often occur in nature. The Mandelbrot Set, named after the mathematician Benoit B. Mandelbrot, is a group of complex numbers. Each point is assigned a colour depending upon its behaviour plotted under a series of simple but repeated mathematical operations or mappings. Generated on a computer screen, fractals are used to create models for real-world non-linear phenomena such as stock market prices, weather forecasting, plant growth, erosion of coastlines and fluid turbulence. Science Photo Library features Science and Medical images including photos and illustrations. © PASIEKA/SCIENCE PHOTO LIBRARY

Artwork supplied by Science Photo Library (APA)

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Media ID 9303421


Mandelbrot Fractal , Fractal Geometry , Computer Generated Fractals , Weather Forecasting Tools

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Editors Comments

Discover the beauty of complex fractal patterns with our Framed Prints. This particular piece shows the intricate detail of the Mandelbrot F008 / 4429 fractal, derived from the famous Mandelbrot Set. With its infinite intricacy and organic forms, this computer-generated image by PASIEKA/SCIENCE PHOTO LIBRARY is a mesmerizing exploration of the geometric patterns found in nature. Each print is meticulously framed to preserve the colors and sharp details of the fractal, making it an addition to any home or office decor.

This artwork is also available as...

Photo Prints - Add a touch of mathematical beauty to your space with our Photo Prints featuring the Mandelbrot fractal F008 / 4429 by PASIEKA/SCIENCE PHOTO LIBRARY. Perfect for art lovers and science enthusiasts, these prints showcase intricate fractal geometry derived from the Mandelbrot Set, making them an addition to any room.

Greetings Cards - Add a touch of mathematical beauty to your special occasions with our Greetings Cards featuring the Mandelbrot fractal F008 / 4429 by PASIEKA/SCIENCE PHOTO LIBRARY. Perfect for birthdays, anniversaries and more, these cards showcase intricate fractal geometry often found in nature.

Photo Mugs - Add a touch of mathematical beauty to your daily routine with our Photo Mugs. Featuring the Mandelbrot Fractal F008 / 4429, this mug shows the intricate and mesmerizing geometry of the Mandelbrot Set, derived from the fascinating world of fractals. Each sip from this mug brings a moment of reflection and appreciation for the complex patterns found in nature and mathematics. Perfect for the art enthusiast, mathematician, or anyone who appreciates the wonders of our universe. Embrace the power of fractals and enjoy your favorite beverage in style.

Poster Prints - Discover the beauty of the Mandelbrot fractal F008 / 4429 with our Poster Prints. This image, captured by PASIEKA/SCIENCE PHOTO LIBRARY, shows the intricate detail and infinite complexity of the Mandelbrot Set in fractal geometry. Each print is produced with materials and colors, bringing the mesmerizing world of fractals right into your home or office. Explore the infinite patterns and intricacies of this iconic mathematical representation, and let the wonders of science inspire you every day.

Metal Prints - Add a touch of mathematical elegance to your space with Metal Prints featuring the mesmerizing Mandelbrot fractal F008 / 4429 by PASIEKA/SCIENCE PHOTO LIBRARY. Our Metal Prints bring out the intricate details of fractal geometry, perfect for nature lovers and art enthusiasts alike, making them an addition to any room.

Canvas Prints - Canvas Prints featuring fractal art. Our Canvas Prints showcase the intricate details of 'Mandelbrot fractal F008 / 4429' by PASIEKA/SCIENCE PHOTO LIBRARY, a mesmerizing computer graphic derived from the Mandelbrot Set, perfect for nature lovers and fans of geometric art.

Cushions - Cushions featuring the mesmerizing Mandelbrot fractal F008 / 4429. This design shows the intricate geometry of fractals, often found in nature. Perfect for adding a touch of mathematical elegance to any room, these Cushions are ideal for interior designers and anyone who appreciates artful textiles.

Mouse Mats - Escape into the infinite beauty of our Mandelbrot fractal mouse mats. Inspired by the intricate patterns found in nature, these designs will transport you to a world of mathematical wonder and visual awe. Perfect for adding a touch of elegance and sophistication to your workspace, our range is sure to captivate anyone who lays eyes on it.


Premium Frame A1 (A2 Poster)

Ready to Hang Contemporary Framed Prints adds style, protection, and a polished touch to your space - effortlessly.

Your artwork will be printed as shown in the preview. To adjust please select Edit Printed Image under the Buy button

Premium Paradise Wooden Range A1 Premium Poster Frame (86x62cm) with A2 Poster (59x42cm) and mounted behind a white matt board to make your photo really stand out. FSC Certified and Rainforest Alliance Certified for environmental, social, and economic sustainably. High transparency tempered glass window with a smooth finished frame. Great for filling empty walls, decorating blank spaces, or creating eye-catching gallery walls. Frames arrive ready to hang. Sent with secure, protective packaging. Smooth wooden veneer mimics the real wood look and feel with ultra-durable scratch resistance tempered glass. Note: measurements provided are estimated outer dimensions, which include both the image and the frame. While we aim to keep sizing consistent, exact dimensions may vary slightly due to differences in print size or production requirements, which may result in a variation in the overall size (up to approximately 2.5cm (1"))

These are individually made so all sizes are approximate

Estimated Image Size (if not cropped) is 41.4cm x 58.8cm (16.3" x 23.1")

Estimated Product Size is 62cm x 86.6cm (24.4" x 34.1")

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