The analytic signal in the Hartley transform domain
An analytic signal in the Hartley transform domain is presented. It operates entirely in the real domain, and has many properties similar to the Fourier analytic signal; also, many efficient existing fast Hartley algorithms can be used to reduce computation complexity. The discrete Hartley analytic signals and the Hartley spectra associated with two real signals are presented. The results correspond exactly with the derived theory. >