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Accurate Medical Vial Identification Through Mixed Reality: A HoloLens 2 Implementation. [PDF]
Mahmud BU +4 more
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From spacecraft ranging to massive DNA data storage: Composite ranging codes as indices and error correction references. [PDF]
Zhang Y, Qin R, Ge Q, Guo Q, Chen W.
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Reed-Solomon convolutional codes
In this paper we will introduce a specific class of cyclic convolutional codes. The construction is based on Reed-Solomon block codes. The algebraic parameters as well as the distance of these codes are determined. This shows that some of these codes are optimal or near optimal.
Gluesing-Luerssen, H, Schmale, W
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U ovom radu opisani su osnovni matematički postupci vezani za Reed-Solomonove kodove s naglaskom na kodove definirane nad proširenjem polja GF(2). Opisani su postupci aritmetike konačnog polja nad elementima polja te nad polinomima definiranim nad istim ...
Hermann Kautschitsch, Gert Kadunz
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The Comeback of Reed Solomon Codes
2018 IEEE 25th Symposium on Computer Arithmetic (ARITH), 2018Distributed storage systems utilize erasure codes to reduce their storage costs while efficiently handling failures. Many of these codes (e. g., Reed-Solomon (RS) codes) rely on Galois Field (GF) arithmetic, which is considered to be fast when the field characteristic is 2.
Nir Drucker, Shay Gueron, Vlad Krasnov
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On sharing secrets and Reed-Solomon codes
Shamir's scheme for sharing secrets is closely related to Reed-Solomon coding schemes. Decoding algorithms for Reed-Solomon codes provide extensions and generalizations of Shamir's method.
R. J. McEliece, D. V. Sarwate
exaly +2 more sources
Convolutional Reed-Solomon Codes
Bell System Technical Journal, 1969We derive a new family of convolutional character-error-correcting codes which are a convolutional form of the Reed-Solomon block codes and as such have nonbinary symbols. We also derive a bound on the error correcting capabilities of these codes in which the error-correcting capability per constraint length grows approximately with the square root of ...
Ebert, P. M., Tong, S. Y.
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On decoding of Reed-Solomon codes
IEEE Transactions on Information Theory, 1971It is shown how nonsystematic Reed-Solomon (RS) codes encoded by means of the Chinese remainder theorem can be decoded using the Berlekamp algorithm. The Chien search and calculation of error values are not needed but are replaced by a polynomial division and added calculation in determining the syndrome.
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