Sam O'Neill
| Name | Sam O'Neill |
|---|---|
| Job title | Lecturer in Computer Science |
| Research institute | College of Science and Engineering |
Research outputs
AIMS: An Automatic Semantic Machine Learning Microservice Framework to Support Biomedical and Bioengineering Research
Yu, H., O'Neill, S. and Kermanizadeh, A. 2023. AIMS: An Automatic Semantic Machine Learning Microservice Framework to Support Biomedical and Bioengineering Research. Bioengineering. 10 (10), pp. 1-18. https://doi.org/10.3390/bioengineering10101134Modular reactors: What can we learn from modular industrial plants and off site construction research
Paul Wrigley, Paul Wood, Daniel Robertson, Jason Joannou, Sam O'Neill and Richard hall 2023. Modular reactors: What can we learn from modular industrial plants and off site construction research. Nuclear Engineering and Technology. 56 (1), pp. 1-11. https://doi.org/10.1016/j.net.2023.07.023A mixed-integer linear programming formulation for the modular layout of three-dimensional connected systems
O’Neill, Sam, Wrigley, Paul and Bagdasar, Ovidiu 2021. A mixed-integer linear programming formulation for the modular layout of three-dimensional connected systems. Mathematics and Computers in Simulation. https://doi.org/10.1016/j.matcom.2021.09.019Off-site modular construction and design in nuclear power: A systematic literature review
Wood, P., Wrigley, P., O'Neill, S., R. Hall and D. Robertson 2021. Off-site modular construction and design in nuclear power: A systematic literature review. Progress in Nuclear Energy. https://doi.org/10.1016/j.pnucene.2021.103664Traffic assignment: methods and simulations for an alternative formulation of the fixed demand problem
Bagdasar, Ovidiu, Berry, Stuart, O’Neill, Sam, Popovici, Nicolae and Raja, Ramachandran 2018. Traffic assignment: methods and simulations for an alternative formulation of the fixed demand problem. Mathematics and Computers in Simulation. https://doi.org/10.1016/j.matcom.2018.08.004A generating function approach to the automated evaluation of sums of exponentiated multiples of generalized Catalan number linear combinations.
Larcombe, Peter J. and O'Neill, Sam T. 2018. A generating function approach to the automated evaluation of sums of exponentiated multiples of generalized Catalan number linear combinations. Fibonacci Quarterly.On certain series expansions of the sine function: Catalan numbers and convergence
Larcombe, Peter J., O'Neill, Sam T. and Fennessey, Eric J. 2014. On certain series expansions of the sine function: Catalan numbers and convergence. Fibonacci Quarterly.405
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