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Résultats de recherche
Reduced-order modelling of fluid flows using analytical and numerical methods
Créateur:
Reilly, James Daniel
Rendez-vous amoureux:
2024 and 2023
Department, School or Faculty:
Department of Mathematics and Statistics
A model for ultrasonic transducers in a high-temperature regime with boundary dynamics : an evolutionary equations approach
Créateur:
Doherty, Michael Thomas Anthony
Rendez-vous amoureux:
2024
Department, School or Faculty:
Department of Mathematics and Statistics
Metapopulation and network models for plant and human infections
Créateur:
Baister, Matthew
Rendez-vous amoureux:
2023
Funder:
Department for Environment, Food and Rural Affairs (DEFRA)
Department, School or Faculty:
Department of Mathematics and Statistics
Algorithms for exploring structure in complex networks
Créateur:
Aleidan, Azhar
Rendez-vous amoureux:
2023
Department, School or Faculty:
Department of Mathematics and Statistics
Spatial and spatio-temporal variability in social, emotional and behavioural development of children
Créateur:
Ofili, Samantha
Rendez-vous amoureux:
2023
Department, School or Faculty:
Department of Mathematics and Statistics
Evolution of and deposition from an evaporating sessile thin annular droplet
Créateur:
Mills, Laura M.
Rendez-vous amoureux:
2022
Funder:
UK Engineering and Physical Sciences Research Council (EPSRC)
Department, School or Faculty:
Department of Mathematics and Statistics
Order reconstruction and solution landscapes for liquid crystalline systems
Créateur:
Dalby, James
Rendez-vous amoureux:
2023
Department, School or Faculty:
Department of Mathematics and Statistics
Modelling the spread of hepatitis C virus amongst people who inject drugs
Créateur:
Al-Rashidi, Nader M.
Rendez-vous amoureux:
2023
Department, School or Faculty:
Department of Mathematics and Statistics
Numerical model exploration of climate-linked drivers and pathways driving phytoplankton bloom in Puget Sound fjord
Créateur:
Nguyen, Hoa Thi Thai
Rendez-vous amoureux:
2021
Department, School or Faculty:
Department of Mathematics and Statistics
A probabilistic approach to modelling ultrasonic shear wave propagation in locally anisotropic and layered heterogeneous media
Créateur:
Ferguson, Alistair Stirling
Rendez-vous amoureux:
2022
Department, School or Faculty:
Department of Mathematics and Statistics
Centrality analysis for modified lattices
Créateur:
Paton, Martin W
Rendez-vous amoureux:
2022
Department, School or Faculty:
Department of Mathematics and Statistics
Spatial modelling of blue whiting population dynamics in the north-east Atlantic
Créateur:
Dolmaire, Emma
Rendez-vous amoureux:
2022
Department, School or Faculty:
Department of Mathematics and Statistics
On the evolution of and the deposition from an evaporating sessile droplet
Créateur:
D’Ambrosio, Hannah-May
Rendez-vous amoureux:
2022
Department, School or Faculty:
Department of Mathematics and Statistics
Spring blooms and seasonal light responses in phytoplankton in the Eastern Bering Sea
Créateur:
Sloughter, Trevor
Rendez-vous amoureux:
2022
Department, School or Faculty:
Department of Mathematics and Statistics
Estimating air pollution and its long and short run causality with chronic diseases using vector error correction model (VECM)
Créateur:
Alsaber, Ahmad R A A
Rendez-vous amoureux:
2022
Department, School or Faculty:
Department of Mathematics and Statistics
Applying the active subspace method in network and measurement science
Créateur:
Krikstanavicius, Tadas
Rendez-vous amoureux:
2021
Funder:
National Physical Laboratory
Department, School or Faculty:
Department of Mathematics and Statistics
Studies in thin film flows
Créateur:
McKinley, Iain Stewart.
Rendez-vous amoureux:
1999
Department, School or Faculty:
Department of Mathematics and Statistics
Novel iterative methods for solving matrix equations arising from partial differential equations
Créateur:
Vaduva, Ioana Teodora
Rendez-vous amoureux:
2022
Department, School or Faculty:
Department of Mathematics and Statistics
Statistical approaches for the inference of drift and diffusion coefficients for a model describing directed cell migration
Créateur:
Devlin, Jon
Rendez-vous amoureux:
2022
Funder:
Cancer Research UK
Department, School or Faculty:
Department of Mathematics and Statistics
Ecological studies of Clostridioides difficile and COVID-19 infection with the application of space-time risk models
Créateur:
Tydeman, Florence
Rendez-vous amoureux:
2022 and 2021
Funder:
Engineering and Physical Sciences Research Council
Department, School or Faculty:
Department of Mathematics and Statistics
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Cancer Research UK
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Iraq. Ministry of Higher Education and Scientific Research
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Département, école ou faculté
Department of Mathematics and Statistics
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2024
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1999
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