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Journal of Mathematical Biology|January 1, 1984
Population dynamics of killing parasites which reproduce in the hostK P Hadeler, K DietzJournal of Mathematical Biology|January 1, 1988
Epidemiological models for sexually transmitted diseasesK Dietz, K P HadelerJournal of Mathematical Biology|June 30, 1976
On the stability of the stationary state of a population growth equation with time-lagK P HadelerJournal of Mathematical Biology|January 1, 1986
The hypercycle, traveling waves, and Wright's equationK P HadelerJournal of Mathematical Biology|September 27, 2012
Quiescence, excitability, and heterogeneity in ecological modelsK P HadelerMathematical Biosciences|November 18, 2005
Optimal harvesting and optimal vaccinationK P Hadeler, J MüllerJournal of Biological Dynamics|August 14, 2012
Quiescence stabilizes predator-prey relationsL Bilinsky, K P HadelerJournal of Biological Dynamics|August 14, 2012
The random walk of Azospirillum brasilenseKevin Flores, K P HadelerPageof 22