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Journal of Mathematical Biology|February 15, 2000
Periodic solutions: a robust numerical method for an S-I-R model of epidemicsF A Milner, A PuglieseMathematical Biosciences|January 1, 1997
The HIV/AIDS epidemics among drug injectors: a study of contact structure through a mathematical modelM Iannelli, F A Milner, A Pugliese, et al.Journal of Mathematical Biology|January 1, 1992
Rapidly converging numerical algorithms for models of population dynamicsF A Milner, G RabbioloMathematical Biosciences|January 1, 1994
Separable solutions of an age-dependent population model with age dominance and their stabilityM Langlais, F A MilnerMathematical Population Studies|January 1, 1995
An age-structured model of population dynamics with dominant ages, delayed behavior, and oscillationsT Kostova, F A MilnerTheoretical Population Biology|May 4, 2000
Coexistence of macroparasites without direct interactionsA PuglieseJournal of Mathematical Biology|January 1, 1990
Population models for diseases with no recoveryA PuglieseIMA Journal of Mathematics Applied in Medicine and Biology|January 1, 1991
Contact matrices for multipopulation epidemic models: how to build a consistent matrix close to dataA PuglieseDiabetic Medicine : a Journal of the British Diabetic Association|November 28, 2012
The multiple origins of Type 1 diabetesA PugliesePageof 18