Notices of the American Mathematical Society Bulletin of the American Mathematical Society American Mathematical Society Bookstore Review your shopping cart
American Mathematical Society

 


AMS Home :: Math Imagery Home :: Galleries & Museums :: Articles & Resources :: Most viewed :: Search
Home :: Login
Search results - "kubik"
klaus-peter-kubik-rising.jpg
"Grey Moon Rising," by Klaus-Peter KubikMany fractal formulas and algorithms produce conventional geometric figures with certain parameters. For example, the Julia set iterated using the origin as its parameter produces a circle. The style of Klaus-Peter Kubik is focused on producing conventional geometric figures using fractal techniques. He likes to explore the combinations of the simple figures of circles and squares with attractive shapes for the viewer. He also exploits the possibilities of fractal geometry to create textures. The rough, grey texture of the circle symbolizes the surface of the moon while the vertical and horizontal lines, similar to those made with a pencil, emphasize the geometric structure of the image. Klaus-Peter Kubik works for the German government in the public health field and has participated in nearly a dozen exhibitions since 1994.