id	author	title	date	pages	extension	mime	words	sentence	flesch	summary	cache	txt
ejpam-4987	Kiemtore , Adama; Sawadogo, Wenddabo Olivier; Aquel, Fatima; Alaa, Hamza; Somda, Kounpielime Sosthène	Mathematical Modelling and Numerical Simulation of Hepatitis B Viral Infection: The Case of Burkina Faso	2024	34	.pdf	application/pdf	10007	557	69	Where F1(s1, s2, s3, ei, ec, i, c, r) = λ− iλi − cλc − (µ+ p1)s1 − b1,1eis1 − b1,2ecs1 − b1,3is1 − b1,4cs1 F2(s1, s2, s3, ei, ec, i, c, r) = p1s1 − (µ+ p2)s2 − b2,1eis2 − b2,2ecs2 − b2,3is2 − b2,4cs2 F3(s1, s2, s3, ei, ec, i, c, r) = p2s2 − µs3 − b3,1eis3 − b3,2ecs3 − b3,3is3 − b3,4cs3 F4(s1, s2, s3, ei, ec, i, c, r) = α1s1(b1,1ei + b1,2ec + b1,3i+ b1,4c) + α2s2(b2,1ei + b2,2ec + b2,3i+ b2,4c)+ + α3s3(b3,1ei + b3,2ec + b3,3i+ b3,4c) As at the endemic equilibrium point dN dt = 0, then one obtains Λ = µII ∗ + µCC ∗ + µN∗ (30) From (28), (29), (30), and by assuming that N −N∗ ≥ 0, I − I∗ ≥ 0, C − C∗ ≥ 0, one has dV dt = ( 1− N∗ N ) (µII ∗ + µCC ∗ + µN∗ − µII − µCC − µN) dV dt = − ( N −N∗ N )	cache/ejpam-4987.pdf	txt/ejpam-4987.txt