Concepts in quantum state tomography and classical implementation with intense light: a tutorial

Advances in Optics and Photonics

Toninelli E., Ndagano B., Vallés A., Sephton B., Nape I., Ambrosio A., Capasso F., Padgett M.J., and Forbes A.

photmp A tomographic measurement is a ubiquitous tool for estimating the properties of quantum states, and its application is known as quantum state tomography (QST). The process involves manipulating single photons in a sequence of projective measurements, often to construct a density matrix from … Found Here


Quantum mechanics and classical light

Taylor & Francis Online

Konrad T. and Forbes A.

photmp The similarities between quantum mechanics and paraxial optics were already well-known to the founding fathers of quantum mechanics; indeed knowledge of paraxial optics partly informed quantum mechanics as a wave theory. Likewise quantum mechanical methods have been employed to better understand optics, for example… Found Here


Generation of structured light by multilevel orbital angular momentum holograms

Optics Express

Vijayakumar A., Rosales-Guzmán C., Rai M. R., Rosen J., Minin O. V., and Forbes A.

photmp Structured light has been created by a myriad of near-and far-field techniques and has found both classical and quantum applications. In the case of orbital angular momentum (OAM), continuous spiral phase patterns in dynamic or geometric phase are often employed with the phase patterns existing across the entire transverse plane. Here, we exploit the uncertain relationship between OAM and angle in order to create… Found Here


Engineering Structured Light from Lasers

IEEE Photonics Society News

Forbes A.

photmp It recent years it has become possible to exercise tremendous control over light’s spatial profile, the “pattern of light”, tailoring it to produce spatially variant polarization states, exotic phase structures and customized intensity profiles. These advances have been driven by both fundamental science as well as engineering applications, and made possible by an extensive “toolkit” available to us, allowing … Featured here and the article is on page 4


Amplification of higher order Poincaré sphere beams through Nd:YLF and Nd:YAG crystals

Applied Physics B

Sroor H., Litvin I., Naidoo D., and Forbes A.

photmp Scalar and vector orbital angular momentum modes, generally described by the higher order Poincaré sphere (HOPS), have found many applications to date, but limited to low-power levels. It has thus become topical to consider amplification of such structured light modes. Here, we employ recently developed characterisation tools for HOPS beams… Found Here


Optical orbital angular momentum under strong scintillation

Physical Review A

Mabena C. and Roux F. S.

photmp The evolution of classical optical fields propagating through atmospheric turbulence is investigated under arbitrary conditions. We use the single-phase screen (SPS) method and the infinitesimal propagation equation (IPE), a multiphase screen (MPS) method, to compute the optical power fractions retained in an input Laguerre-Gauss (LG) mode or transferred to higher-order LG modes… Found Here


Entanglement distillation by Hong-Ou-Mandel interference with orbital angular momentum states

APL Photonics

B. Ndagano and Forbes A.

photmp Entanglement is an invaluable resource to various quantum communication, metrology, and computing processes. In particular, spatial entanglement has become topical, owing to its wider Hilbert space that allows photons to carry more information. However, spatial entanglement is susceptible to decay in the presence of external perturbations such as … Found Here


Fractal light from lasers

Physics Review A

Sroor H., Naidoo D., Miller S., Nelson J., Courtial J., and Forbes A.

photmp The efficient creation and detection of spatial modes of light has become topical of late, driven by the need to increase photon bit-rates in classical and quantum communications. Such mode creation/detection is traditionally achieved with tools based on linear optics. Here we put forward a new spatial mode detection technique based on the nonlinear optical process of sum-frequency generation… Found Here


Super-resolution with quantum light

Nature Photonics

Forbes A. and Rodriguez-Fajardo R.

photmp Quantum correlations from photon antibunching enhance the resolution of image scanning microscopy in biological imaging by twofold, four times beyond the diffraction limit. Found Here


Spatial mode detection by frequency upconversion

Optics Letters

Sephton B., Vallés A., Steinlechner F., Konrad T., Torres J., Roux F. S., and Forbes A.

photmp The efficient creation and detection of spatial modes of light has become topical of late, driven by the need to increase photon bit-rates in classical and quantum communications. Such mode creation/detection is traditionally achieved with tools based on linear optics. Here we put forward a new spatial mode detection technique based on the nonlinear optical process of sum-frequency generation… Found Here


The Resilience of Hermite- and Laguerre-Gaussian Modes in Turbulence


Cox M., Maqondo L., Kara R., Milione G., Cheng L., and Forbes A.

photmp Vast geographical distances in Africa are a leading cause for the so-called “digital divide” due to the high cost of installing fibre. Free-Space Optical (FSO) communications offer a convenient and higher bandwidth alternative to point-to-point radio microwave links, with the possibility of re-purposing existing infrastructure… Found Here


A high-speed, wavelength invariant, single-pixel wavefront sensor with a digital micromirror device


Cox M., Toninelli M., Cheng L., Padgett M., and Forbes A.

photmp The wavefront measurement of a light beam is a complex task, which often requires a series of spatially resolved intensity measurements. For instance, a detector array may be used to measure the local phase gradient in the transverse plane of the unknown laser beam. In most cases the resolution of the reconstructed wavefront is determined by the resolution of the detector, which in the infrared case is severely limited… Found Here

Ndagano B. and Forbes A. (2018). Characterization and mitigation of information loss in a six-state quantum-key-distribution protocol with spatial modes of light through turbulence. Physical Review A, 98, 062330. Download Bhebhe N, Williams P., Rosales-Guzmán C., Rodriguez-Fajardo V., and Forbes A. (2018). A vector holographic optical trap Scientific Reports, 8, 17387. Download Mabena C. and Roux F. S. (2018). High-dimensional quantum channel estimation using classical light. Physical Review A, 96, 053860. Download

Sorelli G, Shatokhin V. N., Roux F. S., and Buchleitner A. (2018). Diffraction-induced entanglement loss of orbital-angular-momentum states. Physical Review A, 97, 013849. Download

Prabhakar S., Mabena C., Konrad T., and Roux F.S. (2018). Turbulence and the Hong-Ou-Mandel effect. Physical Review A, 97, 013835. Download

Roux F. S. (2018). Combining spatiotemporal and particle-number degrees of freedom. Physical Review A, 98, 043841. Download

Otte E., Nape I., Rosales-Guzmán C., Vallés A., Denz C., and Forbes A. (2018). Recovery of nonseparability in self-healing vector Bessel beams. Physical Review A, 98, 053818. Download

Rosales-Guzmán C., Ndagano B., and Forbes A. (2018). A review of complex vector light fields and their applications. Journal of Optics, 20(12), 123001. Download

Dorrah A., Rosales-Guzmán C., Forbes A., and Mojahedi M. (2018). Evolution of orbital angular momentum in three-dimensional structured light. Physical Review A, 98, 043846. Download

Nape I., Otte E., Vallés A., Rosales-Guzmán C., Cardano F., Denz C., and Forbes A. (2018). Self-healing high-dimensional quantum key distribution using hybrid spin-orbit Bessel states. Optics Express, 26(21). Download

Cox M., Cheng L., Rosales-Guzmán C., and Forbes A. (2018). Modal Diversity for Robust Free-Space Optical Communications. Physical Review Applied, 10, 024020. Download

Naidoo D., Litvin A. I. and Forbes A. (2018). Brightness enhancement in a solid-state laser by mode transformation. Optica, 5(7). Download

Ruffato G., Girardi M., Massari M,. Mafakheri E., Sephton B., Capaldo P., Forbes A. and Romanato F. (2018). A compact diffractive sorter for high-resolution demultiplexing of orbital angular momentum beams. Scientific Reports, 8, 10248. Download

Perez-Garcia B., Hernandez-Aranda I. R., Forbes, A and Konrad T. (2018). The first iteration of Grover’s algorithm using classical light with orbital angular momentum. Journal of Modern Optics, 65 (16). Download

Bhebhe N., Rosales-Guzman C. and Forbes A. (2018). Classical and quantum analysis of propagation invariant vector flat-top beams. Applied Optics, 57 (19).

Mphuti, N., Botha, R. and Forbes, A. (2018). Are Bessel beams resilient to aberrations and turbulence? Journal of the Optical Society of America, 35 (6).

Lavery, M., Abadi, M., Bauer, R., Brambilla, G., Cheng, L., Cox, M., Dudley, A., Ellis, A., Fontaine, N., Kelly, A., Marquardt, C., Matlhane, S., Ndagano, B., Petruccione, F., Slavík, R., Romanato, F., Rosales-Guzmán, C., Roux, F., Roux, K., Wang, J. and Forbes, A. (2018). Tackling Africa’s digital divide. Nature Photonics, 12.

Sroor, H., Nyameko, L., Naidoo, D., Litvin, I., and Forbes, A. (2018). Purity of vector vortex beams through a birefringent amplifier. Physical Review Applied, 9, 044010. Download

Otte, E., Rosales-Guzman, C., Ndagano, B., Denz, C., and Forbes, A. (2018). Entanglement beating in free space through spin-orbit coupling. Light: Science & Application, 7, 18009. Download

Haddadi, S., Bouzid, O., Fromager, M., Hasnaoui, A., Harfouche, A., Cagniot, E., Forbes, A., and Ait-Ameur K. (2018). Structured Laguerre-Gaussian beams for mitigation of spherical aberration in tightly focused regimes. Journal of Optics, 20 (4). Download

Ndagano, B., Nape, I.,Cox M., Rosales-Guzmán C. and Forbes, A. (2018). Creation and detection of vector vortex modes for classical and quantum communication. Journal of Lightwave Technology, 36 (2). Download

Nape, I., Kyeremah, C., Vallés, A., Rosales-Guzmán, C., Buah-Bassuah, P., and Forbes, A. (2018). A hybrid quantum eraser scheme for characterization of free-space and fiber communication channels. Optics Communications, 408. Download

Ndagano, B., Nape, I., Perez-Garcia, B., Scholes, S., Hernandez-Aranda, R.I., Konrad, T., Lavery, M.P. and Forbes, A. (2017). A deterministic detector for vector vortex states. Scientific reports, 7(1), 13882. Download

Bouzid O., Haddadi, S., Fromager, M., Cagniot, E., Ferria, K., Forber, A. and Ait-Ameur, K. (2017). Focusing anomalies with binary diffractive optical elements, Applied Optics 56, 9735.

Mabena, C. and Roux, F. (2017). High-dimensional quantum channel estimation using classical light, Phys. Rev. A. 96, 053860. Download

Ndagano, B., Mphuthi, N., Milione, G. and Forbes, A. (2017). Comparing mode-crosstalk and mode-dependent loss of laterally displaced orbital angular momentum and Hermite–Gaussian modes for free-space optical communication. Optics letters, 42(20), 4175-4178. Download

Rosales-Guzmán, C., Bhebhe, N. and Forbes, A. (2017). Simultaneous generation of multiple vector beams on a single SLM. Optics express, 25(21), 25697-25706. Download

Zhang, Y., Agnew, M., Roger, T., Roux, F.S., Konrad, T., Faccio, D., Leach, J. and Forbes, A. (2017). Simultaneous entanglement swapping of multiple orbital angular momentum states of light. Nature Communications, 8(1), 632. Download

Vetter, C., Dudley, A., Szameit, A. and Forbes, A. (2017). Real and virtual propagation dynamics of angular accelerating white light beams. Optics express, 25(17), 20530-20540. Download

Rosales-Guzmán, C. and Forbes, A. (2017). How to shape light with spatial light modulators. SPIE.SPOTLIGHT Download

Forbes, A. and Botha, L., (2017). Laser Isotope Separation. Laser Beam Shaping Applications (2nd ed.), Ch. 7, eds. F.M. Dickey and T. Lizotte. CRC Taylor & Francis Group (New York) Download

Rosales-Guzmán, C., Bhebhe, N., Mahonisi, N. and Forbes, A. (2017). Multiplexing 200 modes on a single digital hologram. Journal of Optics, 19 113501 Download

Nape, I., Kyeremah, C., Vallés, A., Rosales-Guzmán, C., Buah-Bassuah, P.K. and Forbes, A., (2017). Hybrid quantum erasure scheme for channel disturbance characterization. Optics Communications 408, 53-57 Download

Roux F.S. (2017). Biphoton states in correlated turbulence, Phys. Rev. A.Download

Nape, I., Ndagano, B. and Forbes, A., (2017). Erasing the orbital angular momentum information of a photon. Physical Review A, 95 (5), 053859 Download

Ismail, Y., Joshi, S., Forbes, A. and Petruccione, F., (2017). Instrumentation limitation on a polarization-based entangled photon source. JOSA B, 34(6), 1084-1089 Download

McLaren, M. and Forbes, A., (2017). Digital spiral-slit for bi-photon imaging. Journal of Optics, 19(4), 044006 Download

Webster, J., Rosales-Guzmán, C. and Forbes, A., (2017). Radially dependent angular acceleration of twisted light. Optics letters, 42(4), 675-678. Download

Ndagano, B., Perez-Garcia, B., Roux, F.S., McLaren, M., Rosales-Guzman, C., Zhang, Y., Mouane, O., Hernandez-Aranda, R.I., Konrad, T. and Forbes, A., (2017). Characterizing quantum channels with non-separable states of classical light. Nature Physics, 13(4), 397 Download

Forbes, A., (2017). Controlling light’s helicity at the source: orbital angular momentum states from lasers. Phil. Trans. R. Soc. A, 375(2087), 20150436 Download

Sephton, B., Dudley, A. and Forbes, A. (2017). Quantum Walks. Quest, 13(4), 15-18. Download

Forbes, A. (2017). Blurring the classical quantum divide. Optics and photonics news, 17(12), 36. Download

Rubinsztein-Dunlop, H., Forbes, A., Berry, M., Dennis, M., Andrews, D., Mansuripur, M., Denz, C., Alpmann, C., Banzer, P., Bauer, T. and Karimi, E., (2016). Roadmap on structured light. Journal of Optics, 19(1), 013001. Download

Roux, F. S. (2016). Topological charge conservation in stochastic optical fields. Journal of Optics, 18(5), 054005. download

Roux, F. S. (2016). Non-Markovian evolution of photonic quantum states in atmospheric turbulence. Journal of Optics, 18(5), 055203. download

Zhang, Y., Prabhakar, S., Rosales-Guzmán, C., Roux, F. S., Karimi, E., & Forbes, A. (2016). Hong-Ou-Mandel interference of entangled Hermite-Gauss modes. Physical Review A, 94(3), 033855. download

Zhang, Y., Prabhakar, S., Roux, F. S., Forbes, A., & Konrad, T. (2016). Experimentally observed decay of high-dimensional entanglement through turbulence. Physical Review A, 94(3), 032310. download

Sephton, B., Dudley, A., & Forbes, A. (2016). Revealing the radial modes in vortex beams. Applied optics, 55(28), 7830-7835. download

Cox, M. A., Rosales-Guzmán, C., Lavery, M. P., Versfeld, D. J., & Forbes, A. (2016). On the resilience of scalar and vector vortex modes in turbulence. Optics express, 24(16), 18105-18113. download

Perez-Garcia, B., Yepiz, A., Hernandez-Aranda, R. I., Forbes, A., & Swartzlander, G. A. (2016). Digital generation of partially coherent vortex beams. Optics Letters, 41(15), 3471-3474. download

Ndagano, B., Sroor, H., McLaren, M., Rosales-Guzmán, C., & Forbes, A. (2016). Beam quality measure for vector beams. Optics Letters, 41(15), 3407-3410. download

Trichili, A., Salem, A. B., Dudley, A., Zghal, M., & Forbes, A. (2016). Encoding information using Laguerre Gaussian modes over free space turbulence media. Optics Letters, 41(13), 3086-3089. download

Gossman, D., Perez-Garcia, B., Hernandez-Aranda, R. I., & Forbes, A. (2016). Optical interference with digital holograms. American Journal of Physics, 84(7), 508-516. download

Trichili, A., Rosales-Guzmán, C., Dudley, A., Ndagano, B., Salem, A. B., Zghal, M., & Forbes, A. (2016). Optical communication beyond orbital angular momentum. Scientific reports, 6. download

Forbes, A., Dudley, A., & McLaren, M. (2016). Creation and detection of optical modes with spatial light modulators. Advances in Optics and Photonics, 8(2), 200-227. download

Perez-Garcia, B., McLaren, M., Goyal, S. K., Hernandez-Aranda, R. I., Forbes, A., & Konrad, T. (2016). Quantum computation with classical light: Implementation of the Deutsch–Jozsa algorithm. Physics Letters A, 380(22), 1925-1931. download

Naidoo, D., Roux, F. S., Dudley, A., Litvin, I., Piccirillo, B., Marrucci, L., & Forbes, A. (2016). Controlled generation of higher-order Poincaré sphere beams from a laser. Nature Photonics, 10(5), 327-332. download

Goyal, S. K., Roux, F. S., Konrad, T., & Forbes, A. (2016). The effect of turbulence on entanglement-based free-space quantum key distribution with photonic orbital angular momentum. Journal of Optics, 18(6), 064002. download

Naidoo, D., Harfouche, A., Fromager, M., Ait-Ameur, K., & Forbes, A. (2016). Emission of a propagation invariant flat-top beam from a microchip laser. Journal of Luminescence, 170, 750-754. download

Zhang, Y., Roux, F. S., Konrad, T., Agnew, M., Leach, J., & Forbes, A. (2016). Engineering two-photon high-dimensional states through quantum interference. Science advances, 2(2), e1501165. download

Brüning, R., Ndagano, B., McLaren, M., Schröter, S., Kobelke, J., Duparré, M., & Forbes, A. (2016). Data transmission with twisted light through a free-space to fiber optical communication link. Journal of Optics, 18(3), 03LT01. download

Dudley, A., Majola, N., Chetty, N., & Forbes, A. (2016). Implementing digital holograms to create and measure complex-plane optical fields. American Journal of Physics, 84(2), 106-112. download


Naidoo, D., Fromager, M., Ait-Ameur, K., & Forbes, A. (2015). Radially polarized cylindrical vector beams from a monolithic microchip laser. Optical Engineering, 54(11), 111304-111304. download

Brüning, R., Flamm, D., Ngcobo, S. S., Forbes, A., & Duparré, M. (2015, February). Rapid measurement of the fiber’s transmission matrix. In SPIE OPTO (pp. 93890N-93890N). International Society for Optics and Photonics. download

Goyal, S. K., Roux, F. S., Forbes, A., & Konrad, T. (2015). Implementation of multidimensional quantum walks using linear optics and classical light.Physical Review A, 92(4), 040302. download

Brüning, R., Zhang, Y., McLaren, M., Duparré, M., & Forbes, A. (2015). Overlap relation between free-space Laguerre Gaussian modes and step-index fiber modes. JOSA A, 32(9), 1678-1682. download

McLaren, M., Konrad, T., & Forbes, A. (2015). Measuring the nonseparability of vector vortex beams. Physical Review A, 92(2), 023833. download

Litvin, I. A., Mhlanga, T., & Forbes, A. (2015). Digital generation of shape-invariant Bessel-like beams. Optics express, 23(6), 7312-7319. download

Schulze, C., Roux, F. S., Dudley, A., Rop, R., Duparré, M., & Forbes, A. (2015). Accelerated rotation with orbital angular momentum modes. Physical Review A, 91(4), 043821. download

Ndagano, B., Bruning, R., McLaren, M., Duparre, M., & Forbes, A. (2015) Fiber propagation of vector modes. Optics Express, 23(13), 17330-17336. download

Perez-Garcia, B., Francis, J., McLaren, M., Hernandez-Aranda, R. I., Forbes, A., & Konrad, T. (2015). Quantum computation with classical light: The Deutsch Algorithm. Physics Letters A, 379(28), 1675-1680. download

Litvin, I. A., Mhlanga, T., & Forbes, A. (2015). Digital generation of shape-invariant Bessel-like beams. Optics express, 23(6), 7312-7319. download

McLaren, M. G., Roux, F. S., & Forbes, A. (2015). Realising high-dimensional quantum entanglement with orbital angular momentum. South African Journal of Science, 111(1-2), 01-09. download

Burger, L., Litvin, I., Ngcobo, S., & Forbes, A. (2015). Implementation of a spatial light modulator for intracavity beam shaping. Journal of Optics, 17(1), 015604. download

Milione, G., Dudley, A., Nguyen, T. A., Chakraborty, O., Karimi, E., Forbes, A., & Alfano, R. R. (2015). Measuring the self-healing of the spatially inhomogeneous states of polarization of vector Bessel beams. Journal of Optics, 17(3), 035617. download


Aspden, R.S. et al., 2014. Experimental demonstration of Klyshko’s advanced-wave picture using a coincidence-count based, camera-enabled imaging system. Journal of Modern Optics, 61(March), pp.1–5. doi: 10.1080/09500340.2014.899645 download

Ismail, Y. et al., 2014. Characterization of a Polarisation Based Entangled Photon Source. The African Review of Physics, 9, pp.217–

Litvin, I. a et al., 2014. Doughnut laser beam as an incoherent superposition of two petal beams. Optics letters, 39(3), pp.704–7. doi: 10.1364/OL.39.000704. download

Schulze, C. et al., 2014. Measurement of the orbital angular momentum density of Bessel beams by projection into a Laguerre-Gaussian basis. Applied optics, 53(August), pp.5924 – 5933. doi: 10.1364/AO.53.005924. download

Spangenberg, D.-M. et al., 2014. White light wavefront control with a spatial light modulator. Optics Express, 22(11), p.13870. doi: 10.1364/

Trichili, A., Mhlanga, T. & Ismail, Y., 2014. Detection of Bessel beams with digital axicons. Optics Express, 22(14), pp.17553 – 17560. doi: 10.1364/


Boubaha, B. et al., 2013. Spatial properties of coaxial superposition of two coherent Gaussian beams. Applied optics, 52(23), pp.5766–72. doi: 10.1364/AO.52.005766. download

Chaibi, A., Mafusire, C. & Forbes, A., 2013. Propagation of orbital angular momentum carrying beams through a perturbing medium. Journal of Optics, 15(10), p.105706. doi: 10.1088/2040-8978/15/10/105706. download

Giovannini, D. et al., 2013. Characterization of high-dimensional entangled systems via mutually unbiased measurements. Physical Review Letters, 110(14), pp.1–5. doi: 10.1103/

Goyal, S.K. et al., 2013. Implementing quantum walks using orbital angular momentum of classical light. Physical Review Letters, 110(26), pp.1–5. doi: 10.1103/PhysRevLett.110.263602. download

Litvin, I. a, Burger, L. & Forbes, A., 2013. Angular self-reconstruction of petal-like beams. Optics letters, 38(17), pp.3363–5. doi: 10.1364/OL.38.003363. download

Schulze, C. et al., 2013a. Measurement of the orbital angular momentum density of light by modal decomposition. New Journal of Physics, 15(July), p.073025. doi: 10.1088/1367-2630/15/7/073025 download

Schulze, C. et al., 2013b. Reconstruction of laser beam wavefronts based on mode analysis. Applied optics, 52(21), pp.5312–7. doi: 10.1364/


Dudley, A. & Forbes, A., 2012. From stationary annular rings to rotating Bessel beams. Journal of the Optical Society of America A, 29(4), p.567. doi: 10.1364/

Flamm, D. et al., 2012. Mode analysis with a spatial light modulator as a correlation filter. Optics Letters, 37(13), p.2478. doi: 10.1364/OL.37.002478. download

Ismail, Y. et al., 2012. Shape invariant higher-order Bessel-like beams carrying orbital angular momentum. Journal of Optics, 14(8), p.085703. doi: 10.1088/2040-8978/14/8/085703. download

Litvin, I. a. et al., 2012. Azimuthal decomposition with digital holograms. Optics Express, 20(10), p.10996. doi: 10.1364/OE.20.010996. download

Naidoo, D. et al., 2012. Observing mode propagation inside a laser cavity. New Journal of Physics, 14(May), p.053021. doi: 10.1088/1367-2630/14/5/053021. download

Schulze, C., Flamm, D., et al., 2012. Beam-quality measurements using a spatial light modulator. Optics Letters, 37(22), pp.4687–9. doi: 10.1364/OL.37.002478.Decomp_Schulze2012 (1)

Schulze, C., Ngcobo, S., et al., 2012. Modal decomposition without a priori scale information. Optics Express, 20(25), pp.27866–73. doi: 10.1364/

Schulze, C., Naidoo, D., et al., 2012. Wavefront reconstruction by modal decomposition. Optics Express, 20(18), p.19714. doi: 10.1364/OE.20.019714.Decomposition_Schulze2012


Agnew, M. et al., 2011. Tomography of the quantum state of photons entangled in high dimensions. Physical Review A – Atomic, Molecular, and Optical Physics, 84(6), p.062101. doi: 10.1103/PhysRevA.84.062101.

Godin, T. et al., 2011. Transverse correlation vanishing due to phase aberrations. Optics Communications, 284(19), pp.4601–4606. doi: 10.1016/j.optcom.2011.05.062.

Lavery, M.P.J. et al., 2011. Robust interferometer for the routing of light beams carrying orbital angular momentum. New Journal of Physics, 13(September), p.093014. doi: 10.1088/1367-2630/13/9/093014.

Litvin, I. a., Dudley, A. & Forbes, A., 2011. Poynting vector and orbital angular momentum density of superpositions of Bessel beams. Optics Express, 19(18), p.16760. doi: 10.1364/OE.19.016760.

McLaren, M., Sidderas-Haddad, E. & Forbes, A., 2011. Accurate measurement of microscopic forces and torques using optical tweezers. South African Journal of Science, 107(9-10), pp.1–8. doi: 10.4102/sajs.v107i9/10.579.

Naidoo, D. et al., 2011. Transverse mode selection in a monolithic microchip laser. Optics Communications, 284(23), pp.5475–5479. doi: 10.1016/j.optcom.2011.08.017.

2010 & older

Bernhardi, E.H. et al., 2008. Estimation of thermal fracture limits in quasi-continuous-wave end-pumped lasers through a time-dependent analytical model. Optics Express, 16(15), pp.11115–11123. doi: 10.1364/OE.16.011115.

Burger, L. & Forbes, A., 2008. Kaleidoscope modes in large aperture Porro prism resonators. Optics Express, 16(17), pp.12707–12714. doi: 10.1364/OE.16.012707.

Litvin, I. A. & Forbes, A., 2009. Gaussian mode selection with intracavity diffractive optics. Optics Letters, 34(19), pp.2991–2993. doi: 10.1364/OL.34.002991.

Litvin, I. A. & Forbes, A., 2008. Bessel-Gauss resonator with internal amplitude filter. Optics Communications, 281(9), pp.2385–2392. doi: 10.1016/j.optcom.2007.12.052.

Litvin, I.A. & Forbes, A., 2009. Intra – cavity flat – top beam generation. Optics Express, 17(18), pp.15891–15903. doi: 10.1364/OE.17.015891.

Mafusire, C. et al., 2008. Optical aberrations in a spinning pipe gas lens. Optics Express, 16(13), pp.9850–9856. doi: 10.1364/OE.16.009850.

Vasilyeu, R. et al., 2009. Generating superpositions of higher-order Bessel beams. Optics Express, 17(26), pp.23389–23395. doi: 10.1364/OE.17.023389.