Character Sums and Polyphase Sequence Families with Low Correlation, Discrete Fourier Transform (DFT), and Ambiguity

Type: Book-Chapter

Publication Date: 2013-05-17

Citations: 7

DOI: https://doi.org/10.1515/9783110283600.1

Locations

  • De Gruyter eBooks - View

Similar Works

Action Title Year Authors
+ Sequence Families With Low Correlation Derived From Multiplicative and Additive Characters 2011 Kai‐Uwe Schmidt
+ PDF Chat Multiplicative Characters, the Weil Bound, and Polyphase Sequence Families With Low Correlation 2010 Nam Yul Yu
Guang Gong
+ On discrete Fourier transform, ambiguity, and Hamming-autocorrelation of pseudorandom sequences 2014 Gottlieb Pirsic
Arne Winterhof
+ PDF Chat Low autocorrelation binary sequences: Number theory-based analysis for minimum energy level, Barker codes 2009 Abhisek Ukil
+ Sequences with Low Correlation 2018 Daniel J. Katz
+ Sequences with Low Correlation 2018 Daniel Katz
+ PDF Chat Sequences with Low Correlation 2018 Daniel J. Katz
+ Distribution of sums-of-digits and digital sequences 2009
+ PDF Chat Root-Hadamard transforms and complementary sequences 2020 Luis A. Medina
Matthew G. Parker
Constanza Riera
Pantelimon Stănică
+ PDF Chat Minimum-autocorrelation sequences 1963 C. Zaremba
+ Composite Binary Sequences with a Large Ensemble and Zero Correlation Zone 2015 S. S. Yudachev
+ PDF Chat Sequences with small correlation 2015 Kai‐Uwe Schmidt
+ Frames in Walsh analysis, Hadamard matrices, and uniformly distributed sets 2021 Yu. A. Farkov
+ Digital signal processing algorithms: Number theory, convolution, fast Fourier transforms, and applications 1998
+ Parametric sets for frames in Walsh analysis 2018 Yu. A. Farkov
+ Cyclic Difference Sets and Binary Sequences with Two-Level Autocorrelation 2005 Solomon W. Golomb
Guang Gong
+ Sequence Pairs with Lowest Combined Autocorrelation and Crosscorrelation 2017 Daniel Katz
Eli K. Moore
+ PDF Chat 𝑈(𝜖)-sets for Walsh series 1965 Victor L. Shapiro
+ Mathematics and Properties of M-Sequences (2) Binary m-sequences and crosscorrelation 2012 圭一 大川
+ PDF Chat 𝑊-systems are the Walsh functions 1969 Daniel Waterman

Works Cited by This (0)

Action Title Year Authors