Mathematical Biology

Mathematical Biology

Mathematical Biology is the application of mathematical modelling to solve problems in biology and physiology. It is one of the fastest growing research areas in mathematics and is contributing significantly to our understanding of the biological world. It also produces new mathematical questions.

The Mathematical Biology Group is a member of the Centre for Mathematics Applied to the Life Sciences, established to promote interdisciplinary research and scholarship in Mathematical Biology. It is a joint centre of the Universities of Glasgow and Strathclyde, under the Synergy agreement. Our research interests are summarised here, but the list is not exhaustive and new projects are being started all the time. For more information and contact details, click on the links below.

Staff

Dr Christina A Cobbold : Reader

Population dynamics of ecological systems; spatial ecology; evolutionary ecology in changing environments

Member of other research groups: Biostatistics and Statistical Genetics
Research student: Parag Gupta

  • Personal Website
  • Publications

    • Dr Jamie Gabe : Honorary Research Fellow/RA

    Member of other research groups: Geometry and Topology, Algebra

  • Publications

    • Dr Hao Gao : Postdoctoral Research Fellow

    Heart Modelling; biomechancis; MRI; fluid-structure interactions

    Research students: Yalei Yang, Mohammed Ali A Aiyashi, Debao Guan
    Supervisor: Xiaoyu Luo

  • Publications

    • Prof Nicholas A Hill : Simson Chair

    Random walk models for movement of micro-organisms and animals; spatial point processes in plant ecology

    Member of other research groups: Continuum Mechanics - Modelling and Analysis of Material Systems, Continuum Mechanics - Fluid Dynamics and Magnetohydrodynamics
    Research students: Jay MacKenzie, Roxanna Barry, Laura Miller

  • Personal Website
  • Publications

    • Prof Xiaoyu Luo : Professor of Applied Mathematics

    Biomechanics; fluid-structure interactions; mathematical biology ; solid mechanics

    Member of other research groups: Continuum Mechanics - Modelling and Analysis of Material Systems, Continuum Mechanics - Fluid Dynamics and Magnetohydrodynamics
    Research staff: Hao Gao, Wenguang Li, Qingying Shu
    Research students: Liuyang Feng, Debao Guan, Xin Zhuan, Ahmed Mostafa Abdelhady Ismaeel, Jay MacKenzie

  • Personal Website
  • Publications

    • Dr Benn Macdonald : Research Assistant

    Member of other research groups: Statistical Methodology
    Supervisor: Dirk Husmeier

    • Dr Raimondo Penta : Lecturer

    Member of other research groups: Continuum Mechanics - Modelling and Analysis of Material Systems, Continuum Mechanics - Fluid Dynamics and Magnetohydrodynamics
    Research students: Tahani Al Sariri, Laura Miller

  • Publications

    • Dr Radostin Simitev : Reader

    Reaction-diffusion equations; Excitable systems; Mathematical models of cardiac electrical excitation

    Member of other research groups: Continuum Mechanics - Fluid Dynamics and Magnetohydrodynamics
    Research students: Mohammed Ali A Aiyashi, Muhamad Bin Noor Aziz, Pete Mortensen, Tahani Al Sariri

  • Personal Website
  • Publications

    • Dr Peter Stewart : Senior lecturer

    Member of other research groups: Continuum Mechanics - Modelling and Analysis of Material Systems, Continuum Mechanics - Fluid Dynamics and Magnetohydrodynamics
    Research students: Roxanna Barry, Ahmed Mostafa Abdelhady Ismaeel

  • Personal Website
  • Publications

    • Dr Ben Swallow : Lecturer

    Bayesian statistical inference; Markov chain Monte Carlo (MCMC) methods; data integration; model selection; stochastic processes

    Member of other research groups: Statistical Methodology, Environmental Statistics

  • Personal Website


    • Postgraduates



    Host-parsitoid coinvasion

    Integrodifference models of host-parasitoid interactions give rise to a wide range of travelling wave dynamics

    Integrodifference models of host-parasitoid interactions give rise to a wide range of travelling wave dynamics

    Mountain pine beetle attack

    In collaboration with entomologists we are using mathematical models to give insight into mountain pine beetle adaptation to changing temperatures

    In collaboration with entomologists we are using mathematical models to give insight into mountain pine beetle adaptation to changing temperatures

    Intrinsic dynamics of a cardiac excitation model

    The electrical properties of the cardiac myocytes are described by multi-component reaction-diffusion equations

    The electrical properties of the cardiac myocytes are described by multi-component reaction-diffusion equations

    Modelling of slub biocontrol

    Models of the dynamics of agricultural pests can help optimize their biocontrol

    Models of the dynamics of agricultural pests can help optimize their biocontrol

    Bioconvection patterns

    Bioconvection patterns, as seen from above, due to hydrodynamic instabilities induced by the biased swimming motion of many negatively buoyant unicellular green algae

    Bioconvection patterns, as seen from above, due to hydrodynamic instabilities induced by the biased swimming motion of many negatively buoyant unicellular green algae

    Modelling the mitrial valve

    A human mitral valve model based on MRI, modelled with the Finite Element-Imersed Boundary method

    A human mitral valve model based on MRI, modelled with the Finite Element-Imersed Boundary method