Coding, information theory and compression constitute the backbone of modern digital communications and data storage. Grounded in Shannon’s seminal work, information theory quantifies the ...

The integration of network coding with algebraic coding theory has significantly advanced the efficiency and reliability of communication systems. At its core, network coding involves the intelligent ...

RW’s sister publication TV Technology reports this item of interest: In analog communications, error correction depends on the ability of humans “decoding” the ...

Introduction to Coding Theory is college level coverage of the mathematics of coding theory. This is directly applicable to data transmission, error correction and ...

Consider a finite projective space PG(r - 1, s) of r - 1 dimensions, r ≥ 3, based on the Galois field GFs, where s = ph, p being a prime. A set of distinct points in PG(r - 1, s) is said to be a ...

Unlike binary bits of information in ordinary computers, “qubits” consist of quantum particles that have some probability of being in each of two states, designated |0 and |1 , at the same time. When ...

Quantinuum has unveiled a third-generation quantum computer that could be easier to scale up than rival approaches.

As memory bit cells of any type become smaller, bit error rates increase due to lower margins and process variation. This can be dealt with using error correction to ...

Quantum Circuits long-term goal is to develop, manufacture, and sell the first practical and useful quantum computers based on superconducting devices. Along the way to building a quantum computer, ...