Abstract
Given a surface which is not necessarily rotationally symmetric, we design a second surface such that the lens bounded between these two surfaces refracts monochromatic radiation into a given point. The lens consists of a material having a negative refractive index. We then generalize a result of Veselago when the given surface is a plane and show that there are times when the second surface can never be a plane.
© 2016 Optical Society of America
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