id	author	title	date	pages	extension	mime	words	sentence	flesch	summary	cache	txt
ejde-330	Bellaama, Rachid; Belaidi, Benharrat	Lower order for meromorphic solutions to linear delay-differential equations	2021	20	.pdf	application/pdf	7903	607	88	(3.29) We may choose ε sufficiently small satisfying 0 < 3ε < min { µ(Al0)− ρ, µ(Al0)− λ ( 1 Al0 )} , it follows from (3.29) that for r ∈ E6 \ E8, r → +∞, rµ(Al0)−2ε ≤ rρ(f)+ε, this means, µ(Al0) ≤ ρ(f) + (3.30) We choose ε sufficiently small satisfying 0 < 3ε < min { µ(Al0)− ρ, µ(Al0)− λ( 1 Al0 ) } , from (3.30) that for r ∈ E6 \ E8, r → +∞, rµ(Al0)−2ε ≤ rρ(f)−1+ε, this means, µ(Al0) ≤ ρ(f)−1 + 3ε, since ε > 0 is arbitrary, then ρ(f) ≥ µ(Al0) + 1. 12 R. BELLAAMA, B. BELAÏDI EJDE-2021/92 Case 2: β = ρ(S) < µ(Al0)	cache/ejde-330.pdf	txt/ejde-330.txt