… Hilbert transform by defining the fractional Hilbert transform (… fractional Fourier plane for
filtering. In the second stage, the two definitions are combined into a fractional Hilbert transform, …

… A generalization of the Hilbert transform, the fractional Hilbert transform, was recently proposed…
fractional Hilbert transform, and apply the proposed discrete fractional Hilbert transform to …

… The Hilbert transform is of interest for image-processing … Recently a fractional Hilbert transform
was introduced that can select … We analyze a one-dimensional fractional Hilbert transform …

… signal’s fractional Fourier transform. So far, the research of fractional Hilbert transform is very
… In this paper, the design problems and applications of the fractional Hilbert transformer (FHT…

… the fractional Hilbert transform to save the bandwidth of a real signal in the fractional Fourier
… and its generalized fractional Hilbert transform can be used to construct an analytic version …

This paper presents a new efficient method for implementing the Hilbert transform using an
all-pass filter, based on fractional derivatives (FDs) and swarm optimization. In the proposed …

… fractional Fourier transform (FrFT) route. We discuss some properties of the fractional Hilbert
… terms of the identity and the standard Hilbert operators enables the construction of a family …

… The temporal Hilbert transform is an important tool for signal … The Hilbert transform (HT) is
usually implemented in the … A generalized HT is usually called fractional Hilbert transform (FHT…

… fractional Hilbert transform using transversal filters. To demonstrate the design approach we
also present the circuit design of a fractional Hilbert transform … synthesis of fractional phase …

… The generalized version, called the fractional Hilbert transform, is quite easy to implement
… the fractional Hilbert transform for two-dimensional inputs. Hence the new transform is now …