Picture of fish in sea

Open Access research that uses mathematical models to solve ecological problems...

Solving a variety of ecological and biological problems is the focus of marine population modelling research conducted within the Department of Mathematics & Statistics. Here research deploys mathematical models to better understanding issues relating to fish stock management, ecosystem dynamics, ocean currents, and the effects of multispecies interactions within diverse marine ecosystems.

Research work in marine population modelling interfaces with a number of other key research specialisms, including mathematical biology, epidemiology and statistical informatics, where investigations are improving human understanding of the behaviour of infectious diseases, particularly in relation to animal infections; but also the modelling of complex biological processes such as antibiotic prodcution in actinobacteria.

Explore some of the Open Access research from Mathematics & Statistics. Or explore all of Strathclyde's Open Access research...

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Number of items: 5.

Article

Xu, Gang and Zhao, Guangwei and Chen, Jing and Wang, Shuqi and Shi, Weichao (2019) The numerical analysis of the flow on the smooth and nonsmooth boundaries by IBEM/DBIEM. Mathematical Problems in Engineering, 2019. 4131683. ISSN 1024-123X

Zhao, Qingkai and Xu, Hang and Tao, Longbin (2017) Unsteady bioconvection squeezing flow in a horizontal channel with chemical reaction and magnetic field effects. Mathematical Problems in Engineering, 2017. 2541413. ISSN 1024-123X

Guo, Jinquan and Wu, Lianping and Yang, Xiaoxiang and Zhong, Shuncong (2016) Elastic-plastic endochronic constitutive model of 0Crl7Ni4Cu4Nb stainless steels. Mathematical Problems in Engineering, 2016. 4396296. ISSN 1024-123X (In Press)

Wang, Maocai and Dai, Guangming and Vasile, Massimiliano (2014) Heuristic scheduling algorithm oriented dynamic tasks for imaging satellites. Mathematical Problems in Engineering, 2014. 234928. ISSN 1024-123X

Cattani, Carlo and Seyraman, Alexander and Trendafilova, Irina (2010) Nonlinear vibrations, stability, analysis and control. Mathematical Problems in Engineering, 3. 873047. ISSN 1024-123X

This list was generated on Sat Jul 11 12:34:47 2020 BST.