id	author	title	date	pages	extension	mime	words	sentence	flesch	summary	cache	txt
ejpam-5445	Bowmiya, S. ; Balasubramanian, G.; Govindan, Vediyappan; Donganont, Mana ; Byeon, Haewon 	Generalized Linear Differential Equation using Hyers - Ulam Stability Approach	2024	21	.pdf	application/pdf	6456	356	74	if ρ ̸= η ̸= 0, γ = σ = 0 (1−e−γ(β−α))(1−e−η(β−α)) γη (β − α)2 ∈; if γ ̸= η ̸= 0, ρ = σ = 0 (1−e−ρ(β−α)) ρ (β − α)3 ∈; if ρ ̸= 0, σ = γ = η = 0 (1−e−γ(β−α)) γ (β − α)3 ∈; if γ ̸= 0, σ = ρ = η = 0 (1−e−σ(β−α)) σ (β − α)3 ∈; if σ ̸= 0, ρ = γ = η = 0 (1−e−η(β−α)) η (β − α)3 ∈; if η ̸= 0, σ = γ = ρ = 0 (β − α)4 ∈; if ρ = σ = γ = η = 0 with respect to ω ∈ [α, β]. Proof. if ρ ̸= η ̸= 0, γ = σ = 0 (1−e−γ(β−α))(1−e−η(β−α)) γη (β − α)2 ∈; if γ ̸= η ̸= 0, ρ = σ = 0 (1−e−ρ(β−α)) ρ (β − α)3 ∈; if ρ ̸= 0, σ = γ = η = 0 (1−e−γ(β−α)) γ (β − α)3 ∈; if γ ̸= 0, σ = ρ = η = 0 (1−e−σ(β−α)) σ (β − α)3 ∈; if σ ̸= 0, ρ = γ = η = 0 (1−e−η(β−α)) η (β − α)3 ∈; if η ̸= 0, σ = γ = ρ = 0 (β − α)4 ∈; if ρ = σ = γ = η = 0 (63) with respect to ω ∈ [α, β], and α ̸= 0, β ̸= 0. 3.	cache/ejpam-5445.pdf	txt/ejpam-5445.txt