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A numerical method for a delayed viral infection model with general incidence rate
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نویسنده
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hattaf k. ,yousfi n.
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منبع
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journal of king saud university - science - 2016 - دوره : 28 - شماره : 4 - صفحه:368 -374
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چکیده
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In this paper,we construct a numerical method for a delayed viral infection model with general incidence rate. we prove that the obtained discrete model has the same dynamics as the corresponding continuous model,such as positivity,boundedness and global behaviors of solutions with no restriction on the time step size. furthermore,numerical simulations are given to illustrate and confirm our main analytical results. © 2015 the authors
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کلیدواژه
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Delay difference equations; General incidence rate; Global stability; Mixed Euler method
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آدرس
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centre régional des métiers de l'education et de la formation (crmef),20340 derb ghalef,casablanca,morocco,department of mathematics and computer science,faculty of sciences ben m'sik,hassan ii university,p.o box 7955 sidi othman,casablanca, Morocco, department of mathematics and computer science,faculty of sciences ben m'sik,hassan ii university,p.o box 7955 sidi othman,casablanca, Morocco
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Authors
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