id	author	title	date	pages	extension	mime	words	sentence	flesch	summary	cache	txt
ijassa-1463	El Younoussi, Majda; Hattaf, Khalid; Yousfi, Noura	Combined Therapeutic Strategies for Cancer: Integrating Oncolytic Viruses and Inhibitors in a Mathematical Model	2024	13	.pdf	application/pdf	5231	267	66	− βW ∗S∗V ∗ 1 + αV ∗ − µV ∗ = 0, (3.5) ηu(γ −W ∗)− hW ∗ = 0. (3.6) Thus,{ p1ω 2 − p3 = q1ω sin(ωτ) + q2 cos(ωτ), −ω3 + p2ω = −q1ω cos(ωτ) + q2 sin(ωτ), (3.17) then, ω6 + ( p21 − 2p2 ) ω4 + ( p22 − q21 − 2p1p3 ) ω2 + p23 − q22 = 0. (3.18) For x = ω2, the equation (3.18) is reduced to x3 + (p21 − 2p2)x 2 + (p22 − q21 − 2p1p3)x+ p23 − q22 = 0. (3.19) We consider the following function: f(x) = x3 + c2x 2 + c1x+ c0, (3.20) where c0 = p23 − q22 , c1 = p22 − q21 − 2p1p3 and c2 = p21 − 2p2.	cache/ijassa-1463.pdf	txt/ijassa-1463.txt