Linear codes have long been central to the development of error‐correcting methods in communication and data storage, while matroid theory provides a unifying combinatorial framework for ...

Specifically, for binary linear codes, our bounds are tight in most cases when the dimension does not exceed 5. To evaluate the performance of our bounds when they are not tight, we also determine the ...

This chapter introduces the basics of linear codes and provides several examples including the “perfect” Hamming and Golay codes. The McEliece cryptographic protocol is described as an ...

This paper sets a foundation for the study of linear codes over finite rings. The finite Frobenius rings are singled out as the most appropriate for coding theoretic purposes because two classical ...

Problem Description Currently, there is no function to compute the intersection of two linear codes, as another linear code. Proposed Solution Add a funtion C1.intersection(C2) that returns the int ...

It took scholars 52 years to decipher Linear B, a language written on tablets found at the mysterious Knossos labyrinth. By Malcolm Jones.

Designed specifically for reading 2-D matrix and linear bar code on parts, the In-Sight ID Reader is a self-contained, Ethernet-ready machine vision sensor that combines a vision ...