In this paper, we construct admissible frame scaling sets for reducing subspace of L2 (R)
and also frame wavelet sets corresponding to this frame scaling set. Some examples of …

In this paper, a construction of three interval frame scaling sets is described and certain
classes of normalized tight frame wavelet sets are also constructed with the help of these …

Abstract For A=\left(0&1\a&0), where a is an integer such that |a|>1 and a natural number d
satisfying L=(|a|-1)d, we obtain that the product W*Q of a measurable set W of the Lebesgue …

Generalizing the result of Bownik and Speegle [Approximation Theory X: Wavelets, Splines
and Applications, Vanderbilt University Press, pp. 63–85, 2002], we provide plenty of non …

International Journal of Pure and Applied Mathematics ————————————————————————
V Page 1 International Journal of Pure and Applied Mathematics …

Dai and Larson [Mem. Amer. Math. Soc. 134 (1998), no. 640] obtained a family of wavelet
sets using the Journé wavelet set. In this paper, we expand this family and call its members …

In this paper, we study joint dilation scaling sets, MSF multiwavelets and non-MSF
multiwavelets for reducing subspaces of. We characterize scaling sets having three-intervals …

In this article, we study the theory of nonuniform minimally supported frequency
multiwavelets and nonuniform multiscaling sets. A characterization of nonuniform …

We determine two-interval normalized tight frame wavelet sets for real dilation $ d
{\in}(1,{\infty}) $, and characterize all symmetric normalized tight frame wavelet sets. We also …

In this paper, we show that the space of three-interval scaling functions with the induced
metric of L^2(\mathbbR) consists of three pathcomponents each of which is contractible and …