Minimum viable metapopulation size I Hanski, A Moilanen, M Gyllenberg The American Naturalist 147 (4), 527-541, 1996 | 568 | 1996 |
Two general metapopulation models and the core-satellite species hypothesis I Hanski, M Gyllenberg The American Naturalist 142 (1), 17-41, 1993 | 453 | 1993 |
Ontogenetic scaling of foraging rates and the dynamics of a size-structured consumer-resource model L Persson, K Leonardsson, AM De Roos, M Gyllenberg, B Christensen Theoretical population biology 54 (3), 270-293, 1998 | 381 | 1998 |
Uniting two general patterns in the distribution of species I Hanski, M Gyllenberg Science 275 (5298), 397-400, 1997 | 381 | 1997 |
Competitive exclusion and limiting similarity: a unified theory G Meszéna, M Gyllenberg, L Pásztor, JAJ Metz Theoretical population biology 69 (1), 68-87, 2006 | 282 | 2006 |
How should we define fitness in structured metapopulation models? Including an application to the calculation of evolutionarily stable dispersal strategies JAJ Metz, M Gyllenberg Proceedings of the Royal Society of London. Series B: Biological Sciences …, 2001 | 275 | 2001 |
Single-species metapopulation dynamics: a structured model M Gyllenberg, I Hanski Theoretical Population Biology 42 (1), 35-61, 1992 | 248 | 1992 |
BODIL: a molecular modeling environment for structure-function analysis and drug design JV Lehtonen, DJ Still, V Rantanen, J Ekholm, D Björklund, Z Iftikhar, ... Journal of computer-aided molecular design 18, 401-419, 2004 | 246 | 2004 |
On the formulation and analysis of general deterministic structured population models II. Nonlinear theory: II. Nonlinear theory O Diekmann, M Gyllenberg, H Huang, M Kirkilionis, JAJ Metz, HR Thieme Journal of mathematical biology 43, 157-189, 2001 | 236 | 2001 |
On the formulation and analysis of general deterministic structured population models I. Linear Theory: I. Linear Theory O Diekmann, M Gyllenberg, JAJ Metz, HR Thieme Journal of Mathematical Biology 36, 349-388, 1998 | 219 | 1998 |
A nonlinear structured population model of tumor growth with quiescence M Gyllenberg, GF Webb Journal of mathematical biology 28 (6), 671-694, 1990 | 210 | 1990 |
Does migration stabilize local population dynamics? Analysis of a discrete metapopulation model M Gyllenberg, G Söderbacka, S Ericsson Mathematical Biosciences 118 (1), 25-49, 1993 | 196 | 1993 |
Invasion dynamics and attractor inheritance SAH Geritz, M Gyllenberg, FJA Jacobs, K Parvinen Journal of mathematical biology 44, 548-560, 2002 | 189 | 2002 |
Steady-state analysis of structured population models O Diekmann, M Gyllenberg, JAJ Metz Theoretical population biology 63 (4), 309-338, 2003 | 187 | 2003 |
The persistence of vertically transmitted fungi in grass metapopulations K Saikkonen, D Ion, M Gyllenberg Proceedings of the Royal Society of London. Series B: Biological Sciences …, 2002 | 184 | 2002 |
Stability and bifurcation analysis of Volterra functional equations in the light of suns and stars O Diekmann, P Getto, M Gyllenberg SIAM journal on Mathematical Analysis 39 (4), 1023-1069, 2008 | 178 | 2008 |
Quiescence as an explanation of Gompertzian tumor growth. M Gyllenberg, GF Webb Growth, development, and aging: GDA 53 (1-2), 25-33, 1989 | 172 | 1989 |
Evolutionary suicide and evolution of dispersal in structured metapopulations M Gyllenberg, K Parvinen, U Dieckmann Journal of mathematical biology 45, 79-105, 2002 | 167 | 2002 |
Necessary and sufficient conditions for evolutionary suicide M Gyllenberg, K Parvinen Bulletin of mathematical biology 63, 981-993, 2001 | 167 | 2001 |
Habitat deterioration, habitat destruction, and metapopulation persistence in a heterogenous landscape M Gyllenberg, I Hanski Theoretical population biology 52 (3), 198-215, 1997 | 160 | 1997 |