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Barwon South Western Region Palliative Care Scholarship Sir John Monash Fee Scholarship This scholarship is for eligible students nominated by the Barwon South Western Region Palliative Care Consortium (BSWRPCC). Applications No application required Total scholarship value 100% tuition...
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an understanding of how students make use of the received feedback or the #sustainability of such feedback practice. As technology-mediated feedback becomes an integral part of learning, there is growing urgency in
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on this technology for its automated warehouses and fulfilment centres. The aim of this project is to use discrete optimisation techniques (e.g. Integer Programming) to design new algorithms for MAPF. An example
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Contemporary filmmakers and visual artists alike are embracing the potential of immersive digital technology – such as Augmented and Virtual Reality – to tell stories in powerful, new and affective
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Antimicrobial resistance (AMR) is one of the most significant and immediate threats to health in Australia and globally. We are working on harnessing new technologies such as artificial intelligence and next-generation sequencing and to improve the diagnosis, treatment and prevention of AMR...
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This project will explore the security and privacy challenges inherent in the tokenization of real-world assets (RWAs) using the blockchain technology. As industries increasingly adopt tokenization
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to the programmer to quickly resolve type errors and support there understanding and propagation of types throughout their program.
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Master of Commerce Scholarship Sir John Monash Fee Scholarship The Master of Commerce is a research-oriented programme preparing students for a PhD and an academic career. Offered as part of
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this goal, we expect to deeply and comprehensively explore the following directions: 1) Investigate privacy-enhancing techniques (e.g., differential privacy and/or secure multi-party computation) and design
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In this project we are interested in exploring new paradigms for solving Combinatorial Optimisation problems, and generally NP-hard ones. One direction of research could consist in using approximation algorithms for deriving dual bound within a branch-and-bound algorithms. Other directions could...