Multiresolution analysis is a mathematical tool used to decompose functions in different
resolution subspaces, where the scaling function plays a key role to construct the nested …

The spectral density of stable signals with p-adic times is already estimated under various
conditions. The estimate is made by constructing a periodogram that is subsequently …

This article aims to develop MRA theory along with wavelet theory through corresponding
sets in. Generalized scaling sets are important in wavelet theory because they determine …

This article presents a discussion on p-adic multiframe by means of its wavelet structure,
called as multiframelet, which is build upon p-adic wavelet construction. Various properties …

Frames play significant role as redundant building blocks in distributed signal processing.
Getting inspirations from this concept, Bemrose et al. produced the notion of weaving frames …

This article explores various findings on multiframelets and multiframelet sets over one-
dimensional p-adic numbers. A multiframelet is a sequence that resembles a frame …

The estimation of the spectral density of stable p-adic signals is already done. Such
estimation is based on smoothing the periodogram by using a spectral window. The …

The main goal of this paper is to develop the MRA theory along with wavelet theory in L2
(Qp). Generalized scaling sets are important in wavelet theory because it determine …

Multiframelet is a generalization of wavelet theory as well as frame theory. We shall present
our research work of various necessary conditions of p-adic multiframelet and multiframelet …

This paper produces various results on $ p $-adic multiframelet. Multiframelet is a frame-like
sequence generated by multiple functions along with wavelet structure. Various properties of …