2001•IEEE Transactions on Circuits and Systems I Fundamental Theory and ApplicationsRequires access

Oversampling and boundation of signals

Holger Boche, Marcus Protzmann

Open publisher page 3 citations

Abstract

For the representation of a bandlimited signal by its discrete samples for several purposes an estimate of the boundation of the signal from its values at the sampling instants and its energy is desirable. For sampling with the Nyquist rate no such estimate exists in general. This paper proposes an estimation for oversampled signals.

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What this paper is about

For the representation of a bandlimited signal by its discrete samples for several purposes an estimate of the boundation of the signal from its values at the sampling instants and its energy is desirable. For sampling with the Nyquist rate no such estimate exists in general. This paper proposes an estimation for oversampled signals.

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Available abstract

For the representation of a bandlimited signal by its discrete samples for several purposes an estimate of the boundation of the signal from its values at the sampling instants and its energy is desirable. For sampling with the Nyquist rate no such estimate exists in general. This paper proposes an estimation for oversampled signals.

Key concepts: Oversampling, Bandlimiting, Nyquist rate, Nyquist–Shannon sampling theorem, Sampling (signal processing), Discrete-time signal, SIGNAL (programming language), Nyquist frequency

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