most citedSuperoscillation in speckle patterns

118 citations · 278 across the 7 of their papers we have counts for

collaborators

7 papers

physics.optics200919 cited

Experimental demonstration of a light-ray-direction-flipping METATOY based on confocal lenticular arrays

Michael Blair, Leo Clark, E. Alasdair Houston +4

We show, theoretically and experimentally, that a sheet formed by two confocal lenticular arrays can flip one component of the local light-ray direction. Ray-optically, such a shee…

physics.optics200924 cited

Standard and non-standard metarefraction with confocal lenslet arrays

Johannes Courtial

A recent paper demonstrated that two lenslet arrays with focal lengths f_1 and f_2, separated by f_1 + f_2, change the direction of transmitted light rays approximately like the in…

physics.optics200922 cited

Geometric limits to geometric optical imaging with infinite, planar, non-absorbing sheets

Johannes Courtial

New ray-optical elements allow generalized refraction of light rays, but geometry imposes limitations on possible mappings between the positions of an object and its geometric imag…

physics.optics2008118 cited

Superoscillation in speckle patterns

Mark R. Dennis, Alasdair C. Hamilton, Johannes Courtial

Waves are superoscillatory where their local phase gradient exceeds the maximum wavenumber in their Fourier spectrum. We consider the superoscillatory area fraction of random optic…

physics.optics200845 cited

Metamaterials for light rays: ray optics without wave-optical analog in the ray-optics limit

Alasdair C. Hamilton, Johannes Courtial

Volumes of sub-wavelength electromagnetic elements can act like homogeneous materials: metamaterials. In analogy, sheets of optical elements such as prisms can act ray-optically li…

physics.optics200822 cited

Fermat's principle with complex refractive indices and local light-ray rotation

Bhuvanesh Sundar, Alasdair C. Hamilton, Johannes Courtial

We describe local light-ray rotation in terms of complex refractive indices. We show that Fermat's principle holds, and we derive an extended Snell's law. The change in the angle o…