On Excesses and Duality in Woven Frames

Weaving frames in separable Hilbert spaces have been recently introduced by Bemrose et al. to deal with some problems distributed signal processing and wireless sensor networks. In this paper, we study the notion of excess for woven prove that any two a space are same excess. We also show every frame large class duals is provided its redundant elements small enough norm. Also, try transfer property from their vice versa. Finally, look at which perturbations dual preserve property; moreover, it shown under conditions, canonical Parseval woven.