This paper uses both mathematical proofs and com- puter experiments to prove the (bounded) array constructions have perfect periodic auto- correlation.
Unimodular Perfect Sequences of Length $p^s$ | Request PDF
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A new class of unimodular perfect sequences of length p<sup>s</sup>, where p is a prime, is proposed. An explicit secondary construction is provided.
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A new class of unimodular perfect sequences of length p(s), where p is a prime, is proposed. An explicit secondary construction is provided.
New families of unimodular sequences of length p = 3f + 1 with zero autocorrelation are described, p being a prime. The construction is based on employing Gauss ...
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Abstract—Unimodular (i.e., constant modulus) sequences with good autocorrelation properties are useful in several areas, including communications and radar.
Abstract—Constant Amplitude (CA), Zero Auto Correla- tion (ZAC) sequences (or CAZAC sequences, aka perfect sequences) have numerous applications.
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This paper presents several cyclic algorithms for the local minimization of ISL-related metrics and presents a number of examples, including the design of ...
Mar 1, 2005 · A new class of unimodular perfect sequences of length p/sup s/, where p is a prime, is proposed. An explicit secondary construction is ...
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Two different constructions are used for unimodular perfect sequences: for lengths n = p = 5f +1 and n = p1p2 = (4Q+3)(4P +1), where p, p1,p2 are prime numbers ...
Aug 31, 2012 · Perfect phase-quantized unimodular sequences are typically obtained by analytical construction methods such as Zadoff,. Chu, Golomb, P1-4 and Px ...