For centuries, singularities in wave fields have been a mainstay of interest in multiple areas of physics, ranging from plasma physics, fluid dynamics and atmospheric physics to optics and photonics [1]. In optics, energy and momentum flow around singularities in the interference field can twist to form vortices, which carry angular momentum [2–4]. Singular Optics is the branch of physics that encompasses studies of structured light with localized and extended singularities, such as optical vortices in scalar optical fields and polarization singularities in vector fields [2, 5, 6]. It has been pioneered by the publication of a seminal paper of Nye and Berry 'Dislocations in wave trains' in 1974 [7], and has recently celebrated its 40th anni...
Optical vortices (nodal lines and phase singularities) are the generic singularities of scalar optic...
In recent years a resurgence of interest in wave singularities (of which optical vortices are a prom...
Funding: EPSRC (Grants No. EP/L017008/1 and EP/M000869/1) (ADF)Phase singularities are locations whe...
For centuries, singularities in wave fields have been a mainstay of interest in multiple areas of ph...
Coherent vortex structures are fascinating physical objects that are widespread in nature: from larg...
Optical phase singularities are features in a scattered field that possess zero intensity and the ph...
Fundamental theoretical insights into the fine structure of electromagnetic fields in photonic cryst...
Optical singularities are points in complex scalar and vector fields where a property of the field b...
An overview of exciting research in the field of nonlinear singular optics was presented. Optical vo...
Topology is a mathematical concept that has found numerous applications in physics. Among them, the ...
We analyze the properties of light beams carrying phase singularities, or optical vortices. The tran...
The nodal line singularities (optical vortices) of classical scalar optics are smoothed in quantum o...
Polarization singularities of vectorial electromagnetic fields locate at the positions where propert...
The application of topology, the mathematics of conserved properties under continuous deformations, ...
Abstract In modern optics, light can be described at different levels: as rays, as scalar waves, as ...
Optical vortices (nodal lines and phase singularities) are the generic singularities of scalar optic...
In recent years a resurgence of interest in wave singularities (of which optical vortices are a prom...
Funding: EPSRC (Grants No. EP/L017008/1 and EP/M000869/1) (ADF)Phase singularities are locations whe...
For centuries, singularities in wave fields have been a mainstay of interest in multiple areas of ph...
Coherent vortex structures are fascinating physical objects that are widespread in nature: from larg...
Optical phase singularities are features in a scattered field that possess zero intensity and the ph...
Fundamental theoretical insights into the fine structure of electromagnetic fields in photonic cryst...
Optical singularities are points in complex scalar and vector fields where a property of the field b...
An overview of exciting research in the field of nonlinear singular optics was presented. Optical vo...
Topology is a mathematical concept that has found numerous applications in physics. Among them, the ...
We analyze the properties of light beams carrying phase singularities, or optical vortices. The tran...
The nodal line singularities (optical vortices) of classical scalar optics are smoothed in quantum o...
Polarization singularities of vectorial electromagnetic fields locate at the positions where propert...
The application of topology, the mathematics of conserved properties under continuous deformations, ...
Abstract In modern optics, light can be described at different levels: as rays, as scalar waves, as ...
Optical vortices (nodal lines and phase singularities) are the generic singularities of scalar optic...
In recent years a resurgence of interest in wave singularities (of which optical vortices are a prom...
Funding: EPSRC (Grants No. EP/L017008/1 and EP/M000869/1) (ADF)Phase singularities are locations whe...