Proportionate mixing models for age-dependent infection transmission

From MaRDI portal
Publication:802492

DOI10.1007/BF00276550zbMath0558.92014OpenAlexW1993359296WikidataQ52681840 ScholiaQ52681840MaRDI QIDQ802492

Klaus Dietz, Dieter Schenzle

Publication date: 1985

Published in: Journal of Mathematical Biology (Search for Journal in Brave)

Full work available at URL: https://doi.org/10.1007/bf00276550




Related Items (45)

Comparison of a microscopic and a macroscopic age-dependent SIR modelThe regulation of a dispersive age-structured population by a fatal diseaseOne-dimensional measles dynamicsEpidemiologic effects of vaccines with complex direct effects in an age- structured populationSome bounds on estimates for reproductive ratios derived from the age- specific force of infectionThe scaling of contact rates with population density for the infectious disease modelsAffinity in paired event probabilityVaccination campaigns for common childhood diseasesDynamical complexity in age-structured models of the transmission of the measles virus: Epidemiological implications at high levels of vaccine uptakeAnalytical threshold and stability results on age-structured epidemic models with vaccinationGlobal stability of an SVEIR epidemic model with ages of vaccination and latencyVerification results for age-structured models of economic-epidemics dynamicsAn age-dependent model for dengue transmission: analysis and comparison to field dataEstimation from current-status data in continuous timeAn age-structured epidemic model of rotavirus with vaccinationGlobal stability of an age-structured SIR epidemic model with pulse vaccination strategyState feedback control law design for an age-dependent SIR modelGenerality of endemic prevalence formulaeIncorporating infectious duration‐dependent transmission into Bayesian epidemic modelsOn vaccine efficacy and reproduction numbersGlobal stability analysis with a discretization approach for an age-structured multigroup SIR epidemic modelSIR dynamics with infection age in complex heterogeneous networksEndemic disease in host populations with fully specified demographyVaccination strategies for SIR vector-transmitted diseasesQualitative analysis of an age-structured SEIR epidemic model with treatmentSexual mixing models: A comparison of analogue deterministic and stochastic modelsToward a unified theory of sexual mixing and pair formationMonotonicity of the number of passages in linear chains and of the basis reproduction number in epidemic modelsEffects of behavior change on the spread of AIDS epidemicStability of equilibria in a class-age-dependent epidemic modelA model for tuberculosis with exogenous reinfectionThe Basic Reproduction Number of an Infectious Disease in a Stable Population: The Impact of Population Growth Rate on the Eradication ThresholdExistence, threshold and stability results for an age-structured epidemic model with vaccination and a non-separable transmission coefficientThe effect of age-dependent host mortality on the dynamics of an endemic diseaseDisease regulation of age-structured host populationsThe concept of Ro in epidemic theoryHuman-vector malaria transmission model structured by age, time since infection and waning immunityLike-with-like preference and sexual mixing modelsImpact of reduction in contact time activity of infected individuals on the dynamics and control of directly transmitted respiratory infections in SIR modelsExistence and uniqueness of endemic states for the age-structured S-I-R epidemic modelGlobal stability of an age-structure model for TB and its applications to optimal vaccination strategiesThe Basic Reproduction Number and the Vaccination Coverage Required to Eliminate Rubella from England and WalesAnalysis of an age-dependent SIS epidemic model with vertical transmission and proportionate mixing assumptionSpatiotemporal patterns in an excitable plankton system with lysogenic viral infectionAsymptotic behaviour of an age and infection age structured model for the propagation of fungal diseases in plants




This page was built for publication: Proportionate mixing models for age-dependent infection transmission