Paula Cooper is currently presenting a wide range of the work of Sol Lewitt at all three of their Chelsea galleries, as well as at the book store 192 Books on Tenth avenue. Wall drawing and sculptures are included in this excellent homage to the artist, but I am going to focus on a photographic work from 2004: “A Sphere lit from the top, four sides, and all of their combinations”
This series of 28 photographs explores 2-D images of a 3-D sphere. It looks at how the figure changes in space based on how it is lit. A circle possesses infinite lines of reflective symmetry, diameters, and has an infinite order of rotational symmetry in 2-D space. Spheres take these symmetrical properties into 3 dimensions. Lewitt’s use of light from six vantage points reveals the myriad of visual possibilities in portraying what seems to be the purest and simplest of geometric solids. Although the subject of each photograph remains constant, all pictures have a different energy and personality.
I feel that photography is a fertile medium for mathematical art, especially serial work. It allows an artist to explore a geometric theme through different vantage points and permutations.