id	author	title	date	pages	extension	mime	words	sentence	flesch	summary	cache	txt
cana-1089	Kadhavoor R. Karthikeyan	A Class of Analytic Functions with respect to Symmetric Points Involving Multiplicative Derivative	2024	12	.pdf	application/pdf	4462	275	76	If 𝜑(𝜔) ∈ ℳ𝑘(𝜒), with the logarithmic coefficients given by (4.1), then, |𝑑1| ≤ 𝐿1 2| 1 − Γ2,𝑘| |𝑑2| ≤ 𝐿1 2| 2 − Γ3,𝑘| max {1; | 𝐿2 𝐿1 − 𝐿1 (Γ2,𝑘 2 − Γ2,𝑘 − 1 2) (1 − Γ2,𝑘) 2 − 𝐿1(2 − Γ3,𝑘) 2(1 − Γ2,𝑘) 2|}. For 𝜇 ∈ ℂ, we have |𝑑2 − 𝜇𝑑1 2| ≤ 𝐿1 2| 2 − Γ3,𝑘| max {1; | 𝐿2 𝐿1 − 𝐿1 (Γ2,𝑘 2 − Γ2,𝑘 − 1 2) (1 − Γ2,𝑘) 2 − 𝐿1(1 + 𝜇)(2 − Γ3,𝑘) 2(1 − Γ2,𝑘) 2 |}.	cache/cana-1089.pdf	txt/cana-1089.txt