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Title | A Note on Error Correction Schemes with a Feedback Channel (in Japanese) |
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Authors | Naoto KOBAYASHI 、Daiki KOIZUMI 、Toshiyasu MATSUSHIMA 、Shigeichi HIRASAWA |
Released Year | 2006 |
Format | Journal |
Category | Channel coding |
Jounal Name | IEICE Trans. Fundamentals |
Jounal Page | vol.E89-A no.10,pp.2475-2480 |
Published Year | 2006 |
Published Month | 10 |
Abstract (English) |
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Note (English) |
3 |
Manuscript | |
Presentation |
Involved Papers
- A New Latent Class Model for Analysis of Purchasing and Browsing Histories on EC Sites
- Linear Programming Decoding of Binary Linear Codes for Symbol-Pair Read Channels
- A Heuristic Search Method with the Reduced List of Test Error Patterns for Maximum Likelihood Decoding
- Parallel Architecture for Generalized LFSR in LSI Built-In Self Testing
- Parallel Encoder and Decoder Architecture for Cyclic Codes
- A Generalization of B.S.Clarke and A.R.Barron's Asymptotics of Bayes Codes for FSMX Sources
- Almost Sure and Mean Convergence of Extended Stochastic Complexity
- A Source Model with Probability Distribution over Word Set and Recurrence Time Theorem
- Properties of a Word-Valued Source with a Non-prefix-free Word Set
- Asymptotics of Bayesian Inference for a Class of Probabilistic Models under Misspecification
- An Analysis of Slepian-Wolf Coding Problem Based on the Asymptotic Normality
- On the Overflow Probability of Fixed - to - Variable Length Codes with Side Information
- A Study on the Degrees of Freedom in an Experimental Design Model Based on an Orthonormal System
- A Note on Relation between the Fourier Coefficients and the Effects in the Experimental Design
- Asymptotic property of universal lossless coding for independent piecewise identically distributed sources
- A Note on the Linear Programming Decoding of Binary Linear Codes for Multiple-Access Channel
- A Note on Automatic Construction Algorithms for Orthogonal Designs of Experiments Using Error-correcting Codes
- A Note on the Branch-and-Cut Approach to Decoding Linear Block Codes
- Estimation of the Effects in the Experimental Design using Fourier Transforms
- A Note on a Sampling Theorem for Functions over $GF(q)^n$ Domain