Dissertation > Excellent graduate degree dissertation topics show
On Four-negacirculant Self-Dual Code Over Some Prime Fields
Author: MengZuoQiong
Tutor: NanJiZuo
School: Dalian University of Technology
Course: Basic mathematics
Keywords: Linear code Self-dual codes MDS codes Negacyclic array The Four-negacirculant code
CLC: O157.4
Type: Master's thesis
Year: 2010
Downloads: 5
Quote: 0
Read: Download Dissertation
Abstract
|
Digital communication more and more widely , the deepening of the information transmission mode change , the rapid increase in the amount of information passed in the communication , people on how to reduce transmission errors , to correct errors in the transmission of the demand is more and more urgent . Making coding the theory has very important significance . since special dual code makes self-dual codes has a wealth of academic value and is widely used in practice in the the generalized involution plot defined paper negative cycle array constructed self-dual codes on prime field , and these self- dual codes are classified as well as to identify the maximum minimum weight of these codes this way we can find the maximum distance separable codes , namely MDS codes .
|
Related Dissertations
- The Construction of Quantum Error Correcting Codes,TN918.1
- Study of Several Problems in Theory of Quantum Error-Correcting Codes,TN911.2
- Hamming Distance and Lee Distance of Linear Negacyclic and Cyclic Codes over Z2α,O157.4
- Self-dual Binary Codes with an Automorphism of Order 3,O157.4
- The structure of a class of linear codes,O157.4
- The Study of Depth of Codes over Ring,O157.4
- Linear code dynamic secret sharing scheme,TN918.1
- Research of (1+u)-constacyclic Codes of Arbitrary Length over a Kind of Rings,O157.4
- Research on Some Problems of Cyclic Codes and Constacyclic Codes Over the Ring Fpm+uFpm,O157.4
- Finite ring Z_ (p ~ 2) (p ≠ 2) cyclic code re root of negative studies,O157.4
- Constructions of Visual Cryptography Schemes with the Applications,TN918.1
- Cyclic Codes over the Ring F2+uF2+vF2,O157.4
- The Research of the Automorphism Group of Linear Code,O157.4
- Self-Dual Permutation Codes and m-Weights,O157.4
- Torus topology Research Issues,O189.1
- Extremal Self-Dual Binary Codes with Automorphisms of Type 3-(8, 14),O157.4
- Relative Generalized Hamming Weight Research,TN918.6
- Some Studies on Binary Self-dual Code,O157.4
- The Automorphism Group of Linear Code,O157.4
- Repeated-root Negacyclic Codes over Z2~a,O157.4
CLC: > Mathematical sciences and chemical > Mathematics > Algebra,number theory, portfolio theory > Combinatorics ( combinatorics ) > Coding theory ( on behalf of the digital theory )
© 2012 www.DissertationTopic.Net Mobile
|