wanglin
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- Lecturer
- Supervisor of Master's Candidates
- Name (Pinyin):wanglin
- Date of Birth:1986-06-17
- E-Mail:
- School/Department:长春工业大学
- Education Level:With Certificate of Graduation for Doctorate Study
- Degree:Doctoral degree
- Professional Title:Lecturer
- Status:Employed
- Alma Mater:吉林大学
- Teacher College:数学与统计学院
- Discipline:Applied Mathematics
Contact Information
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- Paper Publications
【SCI】Existence of periodic solutions of seasonally forced SIR models with impulse vaccination
Release time:2022-06-20 Hits:
- Affiliation of Author(s):数学与统计学院
- Journal:TAIWANESE JOURNAL OF MATHEMATICS
- Funded by:其他课题
- Key Words:Periodic Solution; SIR Model; Coincidence Degree; Periodic Contact Rate; Pulse Vaccination
- Abstract:In this paper, we study periodic oscillation of seasonally forced epidemiological models with impulse vaccination where periodicity occurs in contact rate. Using the famous Mawhin's coincidence degree method, we get the existence of positive periodic solutions of seasonally forced SIR models with impulse vaccinationat fixed time. Some numerical simulations are presented to illustrate the effectiveness of such pulse vaccination strategy.
- First Author:wanglin
- Indexed by:Journal paper
- Volume:19
- Issue:6
- Page Number:1
- ISSN No.:1027-5487
- Translation or Not:no
- Date of Publication:2015-12-30