2018; Physical and Mathematical Sciences, 52(3 (247): 180–190
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ON A LINEARIZED COVERINGS OF A CUBIC HOMOGENEOUSEQUATION OVER A FINITE FIELD. UPPER BOUNDS

Received: 2025-01-30 · Published: 2018-12-17

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Original title
ON A LINEARIZED COVERINGS OF A CUBIC HOMOGENEOUSEQUATION OVER A FINITE FIELD. UPPER BOUNDS
Author
Var Gabrielyan
Published
2018-12-17
Licence
Creative Commons Attribution-NonCommercial 4.0 International
Original
https://doi.org/10.46991/PYSU:A/2018.52.3.180

Abstract

We obtain upper bounds of the complexity of linearized coverings for somespecial solutions of the equation x1x2x3+x2x3x4+···+x3nx1x2+x1x3x5+x4x6x8+···+x3n−2x3nx2=b over an arbitrary finite field.
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