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Framed Print : Mandelbrot fractal
Framed Photos from Science Photo Library
Mandelbrot fractal
Mandelbrot fractal. Computer artwork of a part of the Mandelbrot Set, a pattern generated using a simple repeating mathematical process. The process of repetition (called iteration) is applied to a set of complex numbers. The patterns formed are infinitely complicated, appearing qualitatively the same on whatever scale they are viewed. A magnification, however large, of any part of the image, produces an image which looks very similar. Such repetition and fractional dimensionality is seen here. The study of such chaotic mathematical behaviour is used as a means of modelling real- world processes from stock market prices to population dynamics and fluid turbulence
Science Photo Library features Science and Medical images including photos and illustrations
Media ID 6293219
© PASIEKA/SCIENCE PHOTO LIBRARY
Abstract Chaos Chaotic Complex Numbers Computer Graphics Fire Flame Flames Flaming Fractal Fractals Geometrical Geometry Graphic Horizontal Iteration Mandelbrot Set Mathematical Mathematics Maths Function Repeating Repetition Repetitive
13.5"x11.5" (34x29cm) Premium Frame
Introducing the captivating Mandelbrot Framed Print from Media Storehouse, a mesmerizing addition to any home or office space. This stunning artwork showcases the intricate beauty of the Mandelbrot Set, a complex mathematical pattern generated through a simple repeating process. The iconic Mandelbrot fractal, as depicted in this print, is a testament to the boundless wonders of science and mathematics. Each print is meticulously framed to preserve its vibrant colors and intricate details, ensuring a timeless piece that sparks curiosity and conversation. Bring the intrigue of the Mandelbrot Set into your world with this exquisite framed print from Media Storehouse.
Framed and mounted 9x7 print. Professionally handmade full timber moulded frames are finished off with framers tape and come with a hanging solution on the back. Outer dimensions are 13.5x11.5 inches (34x29cm). Quality timber frame frame moulding (20mm wide and 30mm deep) with frame colours in your choice of black, white, or raw oak and a choice of black or white card mounts. Frames have a perspex front providing a virtually unbreakable glass-like finish which is easily cleaned with a damp cloth.
Contemporary Framed and Mounted Prints - Professionally Made and Ready to Hang
Estimated Image Size (if not cropped) is 21.4cm x 21.4cm (8.4" x 8.4")
Estimated Product Size is 34cm x 29.2cm (13.4" x 11.5")
These are individually made so all sizes are approximate
Artwork printed orientated as per the preview above, with landscape (horizontal) or portrait (vertical) orientation to match the source image.
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EDITORS COMMENTS
This print showcases the mesmerizing beauty of a Mandelbrot fractal. Created through a simple repeating mathematical process, this computer artwork is an abstract representation of the Mandelbrot Set. The intricate patterns formed by iterating a set of complex numbers are infinitely complex yet qualitatively consistent across all scales. The image exhibits remarkable fractional dimensionality and repetition, drawing parallels to chaotic mathematical behavior found in various real-world phenomena such as stock market prices, population dynamics, and fluid turbulence. Its geometric composition evokes a sense of order within chaos. With its vibrant colors resembling flames dancing harmoniously on a horizontal canvas, this artwork seamlessly merges mathematics with artistry. It serves as a testament to the power of computer graphics in visualizing complex concepts like fractals. The study of these chaotic systems not only fuels our understanding of natural processes but also enables us to model them effectively. This thought-provoking piece invites viewers to delve into the enigmatic world where mathematics meets aesthetics and explore the infinite possibilities that lie within repetitive iterations. Displayed proudly by Science Photo Library, this print encapsulates the allure and intrigue surrounding fractals while reminding us that even in seemingly chaotic realms, there exists an underlying harmony waiting to be discovered.
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