A Matroidal Framework for Network-Error Correcting Codes

Network Throughput Optimization via Error Correcting Codes

A new network construction method is presented for building of scalable, high throughput, low latency networks. The method is based on the exact equivalence discovered between the problem of maximizing network throughput (measured as bisection bandwidth) for a large class of practically interesting Cayley graphs and the problem of maximizing codeword distance for linear error correcting codes. ...

Error-Correcting Codes for a Steganography Application

Steganography is the process of inserting hidden messages in an unrelated transmission. An algorithm for steganography that uses an error-correcting code to embed messages in a carrier sequence is studied. A distortion limit theorem from information-theoretic analysis is given, and optimal code parameters are discussed.

Random neural network decoder for error correcting codes

This paper presents a novel Random Neural Network (RNN) based soft decision decoder for block codes. One advantage of the proposed decoder over conventional serial algebraic decoders is that noisy codewords arriving in non binary form can be corrected without rst rounding them to binary form. Another advantage is that the RNN, after being trained, has a simple hardware realization that makes it...

Synchronizable Error-Correcting Codes

A new technique for correcting synchronization errors in the transmission of discrete-symbol information is developed. The technique can be applied to any t-additive-error-correcting Bose-Chaudhuri-Hocquenghem code, to provide protection against synchronization errors. The synchronization error is corrected at the first complete received word after the word containing the synchronization error,...

Parallel error correcting codes