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We are always looking for talented PhD students and postdocs! Please contact us if you would like to become part of the team with a copy of your CV and transcript! A list of currently available positions can be found below.
Informatics of parallel optical readout of molecular assays (PhD Student)

Digital molecular assays aim to detect, identify, and quantify different molecular species in a massively parallel manner. They therefore rely on the ability to execute potentially millions of single molecule assays, each of which can be read out individually. Optical imaging offers a natural, fast and inherently digitised readout whereby ultimately each individual pixel could correspond to readout of different molecular assays. Within the field of imaging, great efforts are often spent on obtaining high quality images possessing a large fidelity with the original scene, such that design criteria are based on improving aberration tolerances or resolution. However, image fidelity is often of secondary importance in digital molecular analytics, where the task is binary detection or identification of individual molecular species. In such scenarios an informatic approach, whereby an imaging system is considered as a channel through which information is transmitted, is more appropriate. The recorded image is then treated as a message from which we determine the presence or absence of target analyte molecules via subsequent processing. In this project, the principles of information theory, statistical signal estimation and noise modelling will be applied to design and optimisation of hybrid and multimodal imaging systems with a view to performing robust and quantitative digital molecular analytics. Performance of imaging systems will be assessed in terms of entropy, Fisher information, and other related informatic metrics. Estimation, signal processing and machine learning algorithms will be developed for optimal data fusion in multi-modal imaging and sensing systems. The ideal candidate has an enthusiasm for informatics, statistical analysis and algorithm development. They would have a first degree in physics, engineering, or mathematics with strong analytical, mathematical and programming skills.
Please contact Matthew Foreman for further information.
Sensing properties of unconventional whispering gallery modes resonances (PhD Student)

The ability to detect single molecules and precisely monitor their behaviour is critical to understanding key processes in biology such as protein folding, DNA synthesis and membrane transport. Modern biosensing techniques often exploit the advantages offered by optical technologies, namely speed, flexibility and low cost. An important and powerful example is that of a whispering gallery mode (WGM) sensor in which light is confined in a dielectric microstructure and brought to repeatedly interfere with itself. As a result, only specific optical frequencies can be supported and reside within the cavity without suffering large losses. Sensitivity to single bioparticles has been demonstrated by monitoring perturbations to the spectral properties of optical WGMs and hence they represent an indispensable component of next generation high-performance optical biosensing. In the quest to push the sensitivity limits to enable detection of smaller bioparticles, or facilitate earlier disease detection, we have recently considered advanced WGM sensing platforms, such as hybrid photonic-plasmonic systems and droplet resonators. In this PhD project a number of novel unconventional whispering gallery modes will be studied theoretically and their sensing characteristics established. Analytic techniques to enable quantification of bioparticles, including size, shape and enantiomer characterisation will be established. The ideal candidate has a keen enthusiasm for theoretical optics and an interest in development of new applied methodologies for optical sensing. They would have a first degree in physics, engineering, or mathematics with strong analytical, mathematical and programming skills.
Please contact Matthew Foreman for further information.
Complex Photonic Network Ensembles for Sensing Applications (PhD Student)

Complex and random nanophotonic networks, formed for example by a web of interconnected optical waveguides, are an emerging optical technology offering a unique and novel approach to light transport, lasing, data processing and optical control. Intrinsically, light propagating in an optical network, or graph, undergoes multiple scattering, which can lead to a diverse range of phenomona such as Anderson localisation, loop resonances and long range correlations. Moreover, optical modes formed by recurrent scattering and interference, are highly sensitive to network topology, connectivity, scattering node properties and the balance of optical losses and gain. In our group we have recently shown that multiple scattering in a quasi-two dimensional optical systems, can be leveraged to significantly enhance the sensitivity of optical single molecule biosensors when these cooperative and localisation effects are appropriately engineered. Complex photonic networks therefore represent a promising, yet unexplored, platform for sensing which will be explored in this PhD project. During the course of this project, the student will develop rigorous simulation models for light propagation in random and complex photonic networks and study the statistical properties of different network ensembles. Enhancements of light-matter interactions will be theoretically investigated and the use of spectral transmission properties for network fingerprinting established. Physically constrained and machine learning based algorithms will be developed for sensogram analysis, system optimisation and network design. The ideal candidate has a keen enthusiasm for theoretical optics and an interest in development of new applied methodologies for optical sensing. They would have a first degree in physics, engineering, or mathematics with strong analytical, mathematical and programming skills.
Please contact Matthew Foreman for further information.