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Bulletin of Mathematical Biology|September 22, 2001
Necessary and sufficient conditions for evolutionary suicideM Gyllenberg, K ParvinenJournal of Evolutionary Biology|November 26, 2003
Evolution of dispersal in metapopulations with local density dependence and demographic stochasticityK Parvinen, U Dieckmann, M Gyllenberg, et al.Journal of Mathematical Biology|July 12, 2002
Invasion dynamics and attractor inheritanceS A H Geritz, M Gyllenberg, F J A Jacobs, et al.Bulletin of Mathematical Biology|September 22, 2007
Evolution of migration in a metapopulationK ParvinenJournal of Mathematical Biology|January 1, 1990
A nonlinear structured population model of tumor growth with quiescenceM Gyllenberg, G F WebbProceedings. Biological Sciences|April 12, 2001
How should we define fitness in structured metapopulation models? Including an application to the calculation of evolutionarily stable dispersal strategiesJ A Metz, M GyllenbergJournal of Mathematical Biology|February 2, 2002
On fitness in structured metapopulationsM Gyllenberg, J A MetzGrowth, Development, and Aging : GDA|January 1, 1989
Quiescence as an explanation of Gompertzian tumor growthM Gyllenberg, G F WebbHistochemistry|January 1, 1983
High active isoenzyme of carbonic anhydrase in rat calvaria osteoclasts. Immunohistochemical studyH K Väänänen, E K ParvinenMathematical Biosciences|November 1, 1993
Does migration stabilize local population dynamics? Analysis of a discrete metapopulation modelM Gyllenberg, G Söderbacka, S EricssonPageof 4