1995
DOI: 10.1109/26.380069
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Convergence analysis of decision-directed adaptive echo cancellers for baseband data transmission

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Cited by 5 publications
(6 citation statements)
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“…Precisely, we will prove the following theorem: Proving that β is a solution of C for any α can be easily verified by substituting |g ij | by 1 √ 3 in system (13). The proof of Theorem 1 is based on the computation of the minimal discriminant variety (with respect to the projection on the α-axis) of the set of the complex vectors [|g 11 |, |g 12 |, |g 21 |, |g 22 …”
Section: Computation Of the Roots Distributionmentioning
confidence: 99%
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“…Precisely, we will prove the following theorem: Proving that β is a solution of C for any α can be easily verified by substituting |g ij | by 1 √ 3 in system (13). The proof of Theorem 1 is based on the computation of the minimal discriminant variety (with respect to the projection on the α-axis) of the set of the complex vectors [|g 11 |, |g 12 |, |g 21 |, |g 22 …”
Section: Computation Of the Roots Distributionmentioning
confidence: 99%
“…We start from the range of α ∈]1, ∞[, for which we know by Theorem 1, that (13) has only the solution (|g 11 | = |g 12 | = |g 21 | = |g 22 this solution into (6), we can easily find the equations g * 11 g 21 + g * 12 g 22 = 0 g * 11 g 12 + g * 21 g 22 = 0 .…”
Section: Convergence Analysismentioning
confidence: 99%
“…En [Páez-Borrallo et al, 1995] y [Lorenzo-Speranzini, 1990] se analiza en detalle el comportamiento de los canceladores de ecos basados en estructuras de referencia no-cero, aplicados a los sistemas de comunicaciones con código de línea bipolar (2-PAM). En ellos se destaca que la principal problemática que surge es la alteración de la forma unimodal de la superficie de error( un sólo mínimo global), a una forma multimodal (con varios mínimos locales o puntos de ensilladura).…”
Section: El Efecto Enmascaramiento En El Algoritmo Lmaunclassified
“…Siguiendo un desarrollo equivalente a los realizados para los casos de referencia cero, las expresiones generales (2.3) y (2.11) se particularizan en [Páez-Borrallo et al, 1995 Determinar en este caso de forma analítica la naturaleza monótona, o no, de la expresión Si{n)/82(71) es extremadamente complejo. La alternativa es la representación gráfica de dicha relación jugando con los diferentes parámetros [Páez-Borrallo et al, 1995;Lorenzo-Speranzini, 1990]. En la figura 2.17 se representa uno de esos casos^.…”
Section: El Riesgo De Multimodalidad En El Algoritmo L2unclassified
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