1978•Electronics LettersRequires access

Chebyshev delay approximation of even degree with constraint at the origin

Vidosav Stojanović, M. Radmanovic

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Abstract

A special case of Chebyshev approximation of a constant group delay, referred to as the constrained Chebyshev delay approximation at the origin, recently introduced for low-pass filter functions of odd degree, is extended to allow for determination of the transfer function of even degree.

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What this paper is about

A special case of Chebyshev approximation of a constant group delay, referred to as the constrained Chebyshev delay approximation at the origin, recently introduced for low-pass filter functions of odd degree, is extended to allow for determination of the transfer function of even degree.

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Available abstract

A special case of Chebyshev approximation of a constant group delay, referred to as the constrained Chebyshev delay approximation at the origin, recently introduced for low-pass filter functions of odd degree, is extended to allow for determination of the transfer function of even degree.

Key concepts: Chebyshev filter, Approximation theory, Degree (music), Equioscillation theorem, Transfer function, Mathematics, Chebyshev nodes, Constraint (computer-aided design)

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