This paper presents the theory and design of a class of perfect-reconstruction (PR) recombination nonuniform cosine-modulated filter-banks (CMFBs) when the numbers of channels in the two filter-banks (FBs) are not coprime to each other. Since the analysis and synthesis filters are linear periodic time varying, a new method is proposed to minimize the additional aliasing components. A detailed design example is given to demonstrate the usefulness of the proposed method.link_to_subscribed_fulltex
The 47th Midwest Symposium on Circuits and Systems Conference, Salt Lake City, Utah, USA, 25-28 July...
Abstract—The design of nonseparable 2-D filter banks presents several difficulties, which do not ari...
The 47th Midwest Symposium on Circuits and Systems Conference, Salt Lake City, Utah, USA, 25-28 July...
This paper presents a class of perfect-reconstruction (PR) nonuniform cosine-modulated filter-banks ...
This paper studies the design of a class of perfect-reconstruction (PR) nonuniform filter banks (FBs...
Abstract—This paper studies the design of a class of perfect-re-construction (PR) nonuniform filter ...
This paper studies the theory, design and multiplier-less (ML) realization of a class of perfect rec...
In this paper, the theory and design of a class of PR cosine-modulated nonuniform filter bank is pro...
This paper proposes a new theory and design method for a class of recombination nonuniform filter ba...
This correspondence proposes a novel method for designing a class of recombination nonuniform filter...
Abstract—This letter proposes a method for designing a class of-channel, causal, stable, perfect rec...
This paper studies the theory and design of a class of perfect reconstruction (PR) uniform causal-st...
Traditional designs for non-uniform filter bank (NUFB) are usually complex; involve complicated nonl...
Abstract. In this paper a new type of maximally decimated FIR cosine modulated filter banks is pro-p...
The design of nonseparable 2-D filter banks presents several difficulties, which do not arise in the...
The 47th Midwest Symposium on Circuits and Systems Conference, Salt Lake City, Utah, USA, 25-28 July...
Abstract—The design of nonseparable 2-D filter banks presents several difficulties, which do not ari...
The 47th Midwest Symposium on Circuits and Systems Conference, Salt Lake City, Utah, USA, 25-28 July...
This paper presents a class of perfect-reconstruction (PR) nonuniform cosine-modulated filter-banks ...
This paper studies the design of a class of perfect-reconstruction (PR) nonuniform filter banks (FBs...
Abstract—This paper studies the design of a class of perfect-re-construction (PR) nonuniform filter ...
This paper studies the theory, design and multiplier-less (ML) realization of a class of perfect rec...
In this paper, the theory and design of a class of PR cosine-modulated nonuniform filter bank is pro...
This paper proposes a new theory and design method for a class of recombination nonuniform filter ba...
This correspondence proposes a novel method for designing a class of recombination nonuniform filter...
Abstract—This letter proposes a method for designing a class of-channel, causal, stable, perfect rec...
This paper studies the theory and design of a class of perfect reconstruction (PR) uniform causal-st...
Traditional designs for non-uniform filter bank (NUFB) are usually complex; involve complicated nonl...
Abstract. In this paper a new type of maximally decimated FIR cosine modulated filter banks is pro-p...
The design of nonseparable 2-D filter banks presents several difficulties, which do not arise in the...
The 47th Midwest Symposium on Circuits and Systems Conference, Salt Lake City, Utah, USA, 25-28 July...
Abstract—The design of nonseparable 2-D filter banks presents several difficulties, which do not ari...
The 47th Midwest Symposium on Circuits and Systems Conference, Salt Lake City, Utah, USA, 25-28 July...