id	author	title	date	pages	extension	mime	words	sentence	flesch	summary	cache	txt
ejpam-4722	Asmat, Farwa; Asmat, Humaira; Askar, Sameh; Ahmad, Hijaz; Khan, Muhammad Ijaz	On Weighted Vertex and Edge Mostar Index for Trees and Cacti with Fixed Parameter	2023	15	.pdf	application/pdf	6048	426	80	Similarly, if K transform to path graph with end vertex u, then weighted vertex index Mowv (Ω) decreases. By using the definition of weighted vertex Mostar index, we have Mowv (Ω) = ∑ e=uv∈E(Ω) (dΩ(u) + dΩ(v))|nu(e|Ω)(v)− nv(e|Ω)(v)|, Mowv (Ω1)−Mowv (Ω2) = (dΩ(u) + dΩ(v))|nu(e|Ω1)(u)− nv(e|Ω1)(u)| + 2∑ m=1 ∑ xy∈E(T1) (dΩ(x) + dΩ(y))|nx(e|Ω1)(x)− ny(e|Ω1)(y)| − (dΩ(u) +	cache/ejpam-4722.pdf	txt/ejpam-4722.txt