Telecommunications and Radio Engineering

ISSN for PRINT: 0040-2508

For Online Access

Best Paper Award Selection - Editorial Board Site

2001, Volume55

Issue 10-11

203 pages

Issue price - $394.00

O.V. Gunko
Kharkov Military University, 6, Svoboda Sq., Kharkov, Ukraine

On space U of all finite-spectrum signals u = u(t), the integral representation is given to minimum phase solutions of the nonlinear singular integral equation u² +(H[u]) = A², where H is the operator of the Hilbert transform describing all signals of the form u(t) = A(t)cos(ω₀t + Φ(t) ∈ U with the given Hilbert amplitude A = A(t). The representation rests on the basic of Privalov's lemma for a circle and calls for integrability with weight of the function ln A²(t) .

Download article, 6 pages

Article price - $35.00

<< Previous article   Next article >>