Martin Bees
Martin Bees
Professor of Mathematics, University of York
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Cited by
Cited by
Wavelengths of bioconvection patterns
M Bees, N Hill
Journal of experimental biology 200 (10), 1515-1526, 1997
Differential dynamic microscopy: A high-throughput method for characterizing the motility of microorganisms
VA Martinez, R Besseling, OA Croze, J Tailleur, M Reufer, ...
Biophysical journal 103 (8), 1637-1647, 2012
Generic dynamics of a simple plankton population model with a non-integer exponent of closure
AM Edwards, MA Bees
Chaos, Solitons & Fractals 12 (2), 289-300, 2001
Linear bioconvection in a suspension of randomly swimming, gyrotactic micro-organisms
MA Bees, NA Hill
Physics of Fluids 10 (8), 1864-1881, 1998
Taylor dispersion of gyrotactic swimming micro-organisms in a linear flow
NA Hill, MA Bees
Physics of Fluids 14 (8), 2598-2605, 2002
Plankton blooms induced by turbulent flows
R Reigada, RM Hillary, MA Bees, JM Sancho, F Sagués
Proceedings of the Royal Society of London. Series B: Biological Sciences …, 2003
Dispersion of swimming algae in laminar and turbulent channel flows: consequences for photobioreactors
OA Croze, G Sardina, M Ahmed, MA Bees, L Brandt
Journal of the Royal Society Interface 10, 20121041, 2013
Analytical approximations for the orientation distribution of small dipolar particles in steady shear flows
MA Bees, NA Hill, TJ Pedley
Journal of Mathematical Biology 36 (3), 269-298, 1998
The interaction of thin-film flow, bacterial swarming and cell differentiation in colonies of Serratia liquefaciens
MA Bees, P Andresen, E Mosekilde, M Givskov
Journal of mathematical biology 40 (1), 27-63, 2000
A tale of three taxes: photo-gyro-gravitactic bioconvection
CR Williams, MA Bees
Journal of Experimental Biology 214 (14), 2398-2408, 2011
Biased swimming cells do not disperse in pipes as tracers: a population model based on microscale behaviour
RN Bearon, MA Bees, OA Croze
Physics of Fluids 24 (12), 121902, 2012
Photo-gyrotactic bioconvection
CR Williams, MA Bees
Journal of fluid mechanics 678, 41, 2011
The orientation of swimming biflagellates in shear flows
S O’Malley, MA Bees
Bulletin of mathematical biology 74 (1), 232-255, 2012
Dispersion of biased swimming micro-organisms in a fluid flowing through a tube
MA Bees, OA Croze
Proceedings of the Royal Society A: Mathematical, Physical and Engineering …, 2010
Non-linear bioconvection in a deep suspension of gyrotactic swimming micro-organisms
MA Bees, NA Hill
Journal of Mathematical Biology 38 (2), 135-168, 1999
The luminance–response function of the human photopic electroretinogram: A mathematical model
R Hamilton, MA Bees, CA Chaplin, DL McCulloch
Vision research 47 (23), 2968-2972, 2007
Pattern formation in the Methylene-Blue Glucose system.
AJ Pons, PG Sorenson, MA Bees, F Sagués
J. Phys. Chem 104 (10), 2251-2259, 2000
Planktonic interactions and chaotic advection in Langmuir circulation
MA Bees, I Mezic, J McGlade
Mathematics and Computers in Simulation 44 (6), 527-544, 1998
Unexpected bipolar flagellar arrangements and long-range flows driven by bacteria near solid boundaries
LH Cisneros, JO Kessler, R Ortiz, R Cortez, MA Bees
Physical review letters 101 (16), 168102, 2008
Delay dynamics of the slug Deroceras reticulatum, an agricultural pest
D Schley, MA Bees
Ecological Modelling 162 (3), 177-198, 2003
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