Novel factorizations for 8-and 6-channel linear-phase paraunitary filter banks are presented,
which are aimed at finite-precision implementation. Using quaternion multipliers as essential …

This paper proposes M-channel oversampled filter banks for graph signals. The filter set
satisfies the perfect reconstruction condition. A method of designing oversampled graph filter …

Oversampled filter banks (OSFBs) have been considered for channel coding, since their
redundancy can be utilised to permit the detection and correction of channel errors. In this …

The paper presents the theory, lattice structure, and parameterization for a general class of P-
channel oversampled linear-phase perfect reconstruction filterbanks (OLPPRFBs)-systems …

This paper studies the frames corresponding to oversampled filter banks (FBs). For this class
of FB frames, we present a state-space parameterization of perfect reconstruction FB frames …

We address a problem to find optimal synthesis filters of oversampled uniform finite-impulse-
response (FIR) filter banks (FBs) yielding perfect reconstruction (PR), when we are given an …

In this paper, we propose a lattice factorization based symmetric paraunitary matrix
extension method to design a causal symmetric paraunitary multifilter banks (PUMFBs) and …

We investigate a lattice structure for a special class of N-channel oversampled linear-phase
perfect reconstruction filterbanks with a decimation factor M smaller than N. We deal with …

This study proposes a modified Newton's algorithm to design oversampled single-prototype
causal FIR nearly perfect reconstruction DFT-modulated filter banks allowing low system …

This paper generalizes time-domain lapped transforms (TDLTs) proposed by Tran et al. to
oversampled systems, thus leading to time-domain oversampled lapped transforms …