| Predator-prey systems with group defence: the paradox of enrichment revisited HI Freedman, GSK Wolkowicz Bulletin of Mathematical Biology 48 (5-6), 493-508, 1986 | 357 | 1986 |
| A mathematical model of the chemostat with a general class of functions describing nutrient uptake GJ Butler, GSK Wolkowicz SIAM Journal on applied mathematics 45 (1), 138-151, 1985 | 351 | 1985 |
| Global dynamics of a mathematical model of competition in the chemostat: general response functions and differential death rates GSK Wolkowicz, Z Lu SIAM Journal on Applied Mathematics 52 (1), 222-233, 1992 | 329 | 1992 |
| Bifurcation analysis of a predator-prey system with nonmonotonic functional response H Zhu, SA Campbell, GSK Wolkowicz SIAM Journal on Applied Mathematics 63 (2), 636-682, 2003 | 291 | 2003 |
| Global asymptotic behavior of a chemostat model with discrete delays GSK Wolkowicz, H Xia SIAM Journal on Applied Mathematics 57 (4), 1019-1043, 1997 | 195 | 1997 |
| Bifurcation analysis of a predator-prey system involving group defence GSK Wolkowicz SIAM Journal on Applied Mathematics 48 (3), 592-606, 1988 | 193 | 1988 |
| An alternative formulation for a delayed logistic equation J Arino, L Wang, GSK Wolkowicz Journal of theoretical biology 241 (1), 109-119, 2006 | 154 | 2006 |
| Competition in the chemostat: a distributed delay model and its global asymptotic behavior GSK Wolkowicz, H Xia, S Ruan SIAM Journal on Applied Mathematics 57 (5), 1281-1310, 1997 | 132 | 1997 |
| Stability and bifurcation of a simple neural network with multiple time delays SA Campbell, S Ruan, G Wolkowicz, J Wu Fields Inst. Commun 21 (4), 65-79, 1999 | 129 | 1999 |
| Moving forward in circles: challenges and opportunities in modelling population cycles F Barraquand, S Louca, KC Abbott, CA Cobbold, F Cordoleani, ... Ecology letters 20 (8), 1074-1092, 2017 | 104 | 2017 |
| Bifurcation analysis of a chemostat model with a distributed delay S Ruan, GSK Wolkowicz Journal of mathematical analysis and applications 204 (3), 786-812, 1996 | 101 | 1996 |
| -species competition in a periodic chemostat GSK Wolkowicz, XQ Zhao | 80 | 1998 |
| Global analysis of a model of plasmid-bearing, plasmid-free competition in a chemostat SB Hsu, P Waltman, GSK Wolkowicz Journal of Mathematical Biology 32 (7), 731-742, 1994 | 77 | 1994 |
| Predator-mediated competition in the chemostat GJ Butler, GSK Wolkowicz Journal of Mathematical Biology 24 (2), 167-191, 1986 | 73 | 1986 |
| Mathematical model of anaerobic digestion in a chemostat: effects of syntrophy and inhibition M Weedermann, G Seo, G Wolkowicz Journal of Biological Dynamics 7 (1), 59-85, 2013 | 72 | 2013 |
| The effect of inhibitor on the plasmid-bearing and plasmid-free model in the unstirred chemostat J Wu, H Nie, GSK Wolkowicz SIAM journal on mathematical analysis 38 (6), 1860-1885, 2007 | 70 | 2007 |
| A delayed chemostat model with general nonmonotone response functions and differential removal rates L Wang, GSK Wolkowicz Journal of Mathematical Analysis and Applications 321 (1), 452-468, 2006 | 70 | 2006 |
| Exploitative competition in a chemostat for two complementary, and possibly inhibitory, resources GJ Butler, GSK Wolkowicz Mathematical Biosciences 83 (1), 1-48, 1987 | 66 | 1987 |
| A system of resource-based growth models with two resources in the unstirred chemostat W Jianhua, GSK Wolkowicz Journal of Differential Equations 172 (2), 300-332, 2001 | 62 | 2001 |
| Considerations on yield, nutrient uptake, cellular growth, and competition in chemostat models J Arino, SS Pilyugin, GSK Wolkowicz Canadian Applied Mathematics Quarterly 11 (2), 107-142, 2003 | 61 | 2003 |
