1. Determine a desired response or a set of desired responses (eg, a desired magnitude
response and/or a desired phase response). Select a class of filters for approximating the …

The number of multipliers required in the implementation of interpolated FIR (Finite-impulse
response) filters in the form H (Z)= F (z/sup L/) G (z) is studied. Both single-stage and …

Designing matched transmit and receive filters whose combination satisfies the Nyquist
condition is a classical problem in digital communication systems. In this correspondence …

A technique is developed for the design of analysis filters in an M-channel maximally
decimated, perfect reconstruction, finite-impulse-response quadrature mirror filter (FIR QMF) …

An improved linear programming algorithm is required for the design of finite impulse
response (FIR) digital filters. This algorithm avoids the numerical ill-conditioning problems …

In digital communications, orthogonal pulse shapes are often used to represent message
symbols for transmission through a channel. In this paper, the design of such pulse shapes …

A very fast technique to design prototype filters for modulated filter banks without using time-
consuming multivariable optimization is introduced. In the proposed method, the prototype …

This paper proposes novel high-precision simulation technology for high-dynamics signal
simulators used for performance validation in high-speed application environments, such as …

This paper introduces novel linear-phase finite-impulse response (FIR) interpolation,
decimation, and Mth-band filters utilizing the Farrow structure. In these new overall filters …

This tutorial white-paper illustrates practical aspects of FIR filter design and fixed-point
implementation along with the algorithms available in the Filter Design Toolbox and the …