The Geometry of m-Sequences: Three-Valued Crosscorrelations and Quadrics in Finite Projective Geometry
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Publication:3701439
DOI10.1137/0607005zbMath0579.05020OpenAlexW1992908265MaRDI QIDQ3701439
Publication date: 1986
Published in: SIAM Journal on Algebraic Discrete Methods (Search for Journal in Brave)
Full work available at URL: https://doi.org/10.1137/0607005
Related Items (6)
Projective aspects of the AES inversion ⋮ Geometry of classical groups over finite fields and its applications ⋮ Divisibility of Weil sums of binomials ⋮ Weil sums of binomials, three-level cross-correlation, and a conjecture of Helleseth ⋮ Cross-correlations of linearly and quadratically related geometric sequences and GMW sequences ⋮ On Weil sums, conjectures of Helleseth, and Niho exponents
Cites Work
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- Codes projectifs à deux ou trois poids associes aux hyperquadriques d'une géométrie finie
- Some results about the cross-correlation function between two maximal linear sequences
- Cyclic difference sets
- Some Results on Quadrics in Finite Projective Geometry Based on Galois Fields
- The geometry of quadrics and correlations of sequences (Corresp.)
- Characteristic m-Sequences
- Ternary sequences with perfect periodic autocorrelation (Corresp.)
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