EQUIVARIANT COMPLETE INVARIANCE PROPERTY ON A SUBSPACE OF TWO-INTERVAL WAVELETS
Pooja Singh, Dania Masood · Poincare Journal of Analysis and Applications · 2019
By providing a free action of the additive topological group of reals on a subspace ω of the space of all two-interval wavelets, we show that ω enjoys the complete invariance property.Further, considering ω as a topological transformation group with an action of the unit circle group, we obtain that ω possesses the equivariant complete invariance property.