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This opportunity is open to students with any science-oriented undergraduate background. Students with a background in physics/astronomy, mathematics/statistics, computer science, or data science are particularly
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interaction or in systems and control Solid background in mathematics (theories in both ordinary and partial differential equations) Application process Please contact us via the EOI form Enrolment Requirements
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. At least one degree should be geodesy/surveying, mathematics, physics, engineering or related course. Additionally, the applicant should preferably have experience in: research and programming skills in
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English language requirements. Completion of a bachelor (honours) degree or master degree by research in: civil engineering geotechnical engineering petroleum engineering mechanical engineering applied mathematics
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pipe loop rig To develop and validate pipe flow theory for prediction of the laminar-turbulent transition and friction loss for straight pipe sections and conventional pipe fittings Location: Melbourne
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Group (HSRG) situated in the School of Electrical Engineering, Computing and Mathematical Sciences (EECMS) at Curtin University, which is equipped with an array of world-class research equipment and
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). 1 (One). You must have a first class honours or masters degree in mathematics, computing or chemistry. You must have a first class honours or masters degree in mathematics, computing or chemistry
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This scholarship will suit applicants with good knowledge or strong interest in structural and construction engineering, applied mathematics, circular economy as well as applications of artificial
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Australian and Indian aged care systems with a strong theoretical focus on the service dominant logic and organisational paradox theory. So, a candidate with either a marketing or management background may be
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to distributed protection, under the direction of A/Prof Claudia Szabo in the School of Computer and Mathematical Sciences at the University of Adelaide. The applicant will work with our partners Praetorian