id	author	title	date	pages	extension	mime	words	sentence	flesch	summary	cache	txt
ejde-336	aguchi, Dai; Tsuchiya, Takahiro	Newton-Kantorovitch method for decoupled forward-backward stochastic differential equations	2021	16	.pdf	application/pdf	5975	397	83	[0, T ]→ Rm×k adapted : ‖Z‖H2 <∞}, where the norms ‖ · ‖L2 T , ‖ · ‖S2m , and ‖ · ‖H2 are defined by ‖Y ‖L2 T = ‖Y ‖S2m = {E[ sup 0≤s≤T |Y (s)|2]}1/2, ‖Z‖H2 = {E[ ∫ T 0 |Z(s)|2 ds]}1/2. For α ∈ R, we introduce the weighted norm ‖(Y,Z)‖2α = E[ sup 0≤s≤T eαs|Y (s)|2] + E[ ∫ T 0 eαs|Z(s)|2 ds].	cache/ejde-336.pdf	txt/ejde-336.txt