Reed–Muller code

Results: 16



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1Error detection and correction / Coding theory / List decoding / ReedMuller code / Linear code / Hadamard code / Locally decodable code / Locally testable code / ReedSolomon error correction / Code / BCH code / Low-density parity-check code

Local List-Decoding of Reed-Muller Codes over F2 Original paper by Gopalan, Klivans, and Zuckerman [6, 7] Sahil Singla Computer Science Department Carnegie Mellon University

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Source URL: manzil.ml

Language: English - Date: 2016-01-03 02:28:12
2Coding theory / Error detection and correction / List decoding / ReedMuller code / ReedSolomon error correction / Block code / Hadamard code / Linear code / Convolutional code / Turbo code

1/25 List Decoding Reed-Muller Codes over F2

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Source URL: manzil.ml

Language: English - Date: 2016-01-03 02:28:15
3Linear code / Hamming code / Reed–Muller code / Generator matrix / Parity-check matrix / Hamming / Steganography / GV-linear-code / Hadamard code / Coding theory / Mathematics / Embedding

Matrix Embedding for Large Payloads Jessica Fridricha and David Soukalb a Department of Electrical and Computer Engineering; Department of Computer Science;

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Source URL: www.ws.binghamton.edu

Language: English - Date: 2006-04-26 08:10:29
4Steganography / Embedding / Linear code / Hamming code / Entropy / Reed–Muller code / Covering code / Coding theory / Mathematics / Topology

1 Matrix Embedding for Large Payloads Jessica Fridrich and David Soukal Abstract— Matrix embedding is a previously introduced coding

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Source URL: www.ws.binghamton.edu

Language: English - Date: 2006-02-03 15:27:32
5Mathematics / Error detection and correction / Finite fields / Invariant theory / Enumerator polynomial / Cyclic code / Molien series / Quadratic residue code / BCH code / Coding theory / Abstract algebra / Algebra

794 IEEETRANSACTIONS [I41 T. Kasami, S. Lin, and W. W. Peterso?,.“New generalizations of the Reed-Muller codes-Part I: Pritnltlve codes,” IEEE Trans.

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Source URL: neilsloane.com

Language: English - Date: 2012-04-16 01:14:54
6Mathematics / Linear code / Hamming code / Reed–Muller code / Generator matrix / Hamming / Dual code / Gilbert–Varshamov bound / Low-density parity-check code / Coding theory / Information theory / Discrete mathematics

Chapter 4 Hamming Codes In the late 1940’s Claude Shannon was developing information theory and coding as a mathematical model for communication. At the same time, Richard Hamming, a colleague of Shannon’s at Bell L

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Source URL: www.mth.msu.edu

Language: English - Date: 2012-08-31 11:04:32
7Reed–Solomon error correction / Linear code / Reed–Muller code / Cyclic code / Generator matrix / Euclidean algorithm / Plotkin bound / Walsh–Hadamard code / Coding theory / Mathematics / Notation

Chapter 6 Modifying Codes If one code is in some sense good, then we can hope to find from it similar and related codes that are also good. In this chapter we discuss some elementary methods for modifying a code in orde

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Source URL: www.mth.msu.edu

Language: English - Date: 2012-08-31 11:04:32
8Notation / Information / Linear code / McEliece cryptosystem / Parity-check matrix / Generator matrix / Hamming code / Reed–Muller code / Reed–Solomon error correction / Coding theory / Error detection and correction / Mathematics

Code-based Cryptography Christiane Peters

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Source URL: christianepeters.files.wordpress.com

Language: English - Date: 2012-10-11 17:39:42
9Mathematics / Goppa code / Alternant code / McEliece cryptosystem / Reed–Solomon error correction / Linear code / Reed–Muller code / Algebraic geometry / Coding theory / Finite fields / Error detection and correction

Polynomial Time Attack on Wild McEliece Over Quadratic Extensions Alain Couvreur1 , Ayoub Otmani2 , and Jean–Pierre Tillich3

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Source URL: eprint.iacr.org

Language: English - Date: 2014-02-13 14:34:46
10Mathematics / Information / Locally decodable code / Reed–Muller code / Hadamard code / Forward error correction / Code / Private information retrieval / Noisy-channel coding theorem / Error detection and correction / Coding theory / Discrete mathematics

Foundations and Trends R in sample Vol. xx, No xx (xxxx) 1–114

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Source URL: research.microsoft.com

Language: English - Date: 2012-03-05 19:53:10
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