1998
To treat or not to treat?
Kaplan E. To treat or not to treat? Nature Medicine 1998, 4: 664-665. PMID: 9623969, DOI: 10.1038/nm0698-664.Peer-Reviewed Original ResearchA mathematical model of HIV transmission in NSW prisons
Dolan K, Wodak A, Hall W, Kaplan E. A mathematical model of HIV transmission in NSW prisons. Drug And Alcohol Dependence 1998, 50: 197-202. PMID: 9649972, DOI: 10.1016/s0376-8716(98)00009-x.Peer-Reviewed Original Research
1991
AIDS Impact on the Number of Intravenous Drug Users
Caulkins J, Kaplan E. AIDS Impact on the Number of Intravenous Drug Users. Interfaces 1991, 21: 50-63. DOI: 10.1287/inte.21.3.50.Peer-Reviewed Original ResearchMathematical modelQuantitative predictions
1990
An overview of AIDS modeling
Kaplan E. An overview of AIDS modeling. New Directions For Evaluation 1990, 1990: 23-36. DOI: 10.1002/ev.1544.Peer-Reviewed Original Research
1989
So What If the Program Ain't Perfect?
Kaplan E, Abramson P. So What If the Program Ain't Perfect? Evaluation Review 1989, 13: 107-122. DOI: 10.1177/0193841x8901300201.Peer-Reviewed Original ResearchWhat are the Risks of Risky Sex? Modeling the AIDS Epidemic
Kaplan E. What are the Risks of Risky Sex? Modeling the AIDS Epidemic. Operations Research 1989, 37: 198-209. DOI: 10.1287/opre.37.2.198.Peer-Reviewed Original ResearchHIV infectionSex lifeAIDS Cohort StudyEpidemic of AIDSAIDS case ratesArbitrary probability distributionsSex rateCohort studyHIV prevalenceCase ratesAIDSAIDS epidemicInfectionMathematical modelRisky sexProbability distributionEpidemicPrevalenceAIDS modelLife distributionRandom partner selectionGeneral modelSan FranciscoVaccine