作者: Carlos Castillo-Chavez , Wenzhang Huang
DOI: 10.1007/978-1-4613-0065-6_15
关键词: Econometrics 、 Artificial intelligence 、 Age structure 、 Mathematical proof 、 Core (group theory) 、 Age structured 、 Computer science 、 Population 、 Basic reproduction number 、 Formalism (philosophy of mathematics)
摘要: The recruitment of new suceptibles into a core group sexually-active individuals may depend on the current levels infection within population. We extend formalism Hadeler and Castillo-Chavez (1995), that includes prevalence dependent rates, to include age structure noncore populations. Some mathematical results are stated but only couple proofs included since our objetives highlight modeling process dynamic possibilities. This paper concludes with an example where endemic distributions can be supported when basic reproductive number R0 is less than one. Systems capable supporting multiple attractors more likely support disease re-emergence. model stable < 1.