The discrete polynomial transform (DPT) is a new tool for analyzing constant-amplitude
continuous-phase signals. It is based on modeling the signal phase by a polynomial function …

The discrete polynomial-phase transform (DPT) is a new tool for analyzing constant-
amplitude polynomial-phase signals. The main properties of the DPT are its ability to identify …

An iterative algorithm for estimating the parameters of multiple superimposed polynomial
phase signals is presented. The algorithm is based on the ability of the discrete polynomial …

The discrete polynomial transform (DPT) has been introduced as a computationally efficient
algorithm for estimating the phase parameters of constant-amplitude polynomial phase …

Presents a tutorial discussion of the polynomial phase transform (PPT) and its application to
estimating the parameters of complex signals with continuous phase and slowly varying …

An iterative algorithm for estimating the parameters of multiple superimposed polynomial
phase signals is presented. The algorithm is based on the ability of the discrete polynomial …

The" Polynomial Phase transform (PPT)", was presented in [l] as a tool for the estimation of
the parameters of constant amplitude polynomial phase signals. Extensions of the algorithm …

The paper discusses the problem of estimating and classifying signals with constant
amplitude and polynomial phase. Such signals appear in various radar and communication …

The measurement of the parameters of complex signals with constant amplitude and
polynomial phase, measured in additive noise, is considered. A novel new integral transform …

Polynomial-phase signals have numerous applications including radar, sonar, geophysics,
and radio communication. Many techniques for estimating the parameters of polynomial …