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looking at art from around the world we notice repeated linear patterns appear frequently even in art from very distant regions and times these patterns all look similar in construction could there be a mathematical way to classify how they are made these simple linear artistic patterns are an example of freeze patterns patterns which display different symmetries along a line the symmetry of freeze patterns can be constructed using only four different operators translation rotation reflection and glide reflection the first operator is translation the translation operator acts by taking each point in the original image and moving it a specified distance along the x-axis for example using a translation distance of three units the point zero one would be translated to three one here we see that the original image has been translated a distance of three units along the positive direction the second operator is rotation this is best described by using polar coordinates the rotation operator
