This shows you the differences between two versions of the page.
Next revision | Previous revision | ||
en:projects:details:ber06 [2009/06/05 14:27] cangiani created |
en:projects:details:ber06 [2016/06/23 11:26] (current) |
||
---|---|---|---|
Line 1: | Line 1: | ||
- | === Decoding algorithms for LT codes on Markov channels NEW VERSION === | ||
- | |||
- | A Markov channel channel is a multiple-state channel where a noisy channel is | ||
- | associated with each state and Markov transitions between these states are assumed. | ||
- | |||
- | The aim of this project is to study and implement algorithms decoding for binary | ||
- | LT codes dedicated for Markov channels. | ||
- | |||
---- dataentry project ---- | ---- dataentry project ---- | ||
- | title : Decoding algorithms for LT codes on Markov channels NEW VERSION | + | title : LT Codes for Piecewise Stationary Memoryless Channels with Hard Decision Decoding Algorithms over GF(q) |
contactname: Bertrand Ndzana Ndzana | contactname: Bertrand Ndzana Ndzana | ||
contactmail_mail: bertrand.ndzanandzana@epfl.ch | contactmail_mail: bertrand.ndzanandzana@epfl.ch | ||
- | contacttel: 021 6931343 | + | contacttel: 021-693-13-43 |
contactroom: BC 148 | contactroom: BC 148 | ||
- | type : bachelor semester | + | type : semester |
- | status : available | + | state : unavailable |
table : projects | table : projects | ||
created_dt : 2009-01-01 | created_dt : 2009-01-01 | ||
Line 24: | Line 16: | ||
template:datatemplates:project | template:datatemplates:project | ||
---- | ---- | ||
+ | |||
+ | A Piecewise Stationary Memoryless Channel (PSMC) is an abruptly changing channel | ||
+ | which can be used to describe any system that experiences sudden, and persistent, | ||
+ | burst of interference or degradation, or military communication channel in the | ||
+ | presence of jaming. | ||
+ | |||
+ | The aim of this project is to study and understand constructions of LT codes for | ||
+ | PSMCs over the Galois Field GF(q) and to design LT codes for such contructions using | ||
+ | Gallager's majority decoding algorithms. | ||
+ | |||
+ |