id	author	title	date	pages	extension	mime	words	sentence	flesch	summary	cache	txt
ejde-273	Huu-Tai, Pierre Chau; Ducomet, Bernard	Energy-dependent Hamiltonian in a nuclear optical model	2021	22	.pdf	application/pdf	7965	436	80	Choosing R = Rδ so large that for r > R, =m(ρ) ≥ 0 and |ρ| ≥ δ one has |e(r, ρ)| > 1 2 e−τr, τ = =m(ρ), we obtain ∫ ∞ R |e(r, ρ)|2dr ≥ e−τR 8τ , ‖R(λ)ΦR‖2 ≥ ‖ΦR‖2e−τR |2e(ρ)| √ 2τ , which completes the proof. ρ U(r′, ρ2)e(r′, ρ) dr′, (2.8) for ρ 6= 0 and =m(ρ) ≥ 0. (2) For any δ > 0 and for r →∞ e(r, ρ) = eiρr(1 + o(1)), ∂re(r, ρ) = eiρr(iρ+ o(1)), (2.9) uniformly with respect to ρ in the domain {=m(ρ) ≥ 0, |ρ| > δ}.	cache/ejde-273.pdf	txt/ejde-273.txt