Add to ORKGThe landscape of algebraic coding theory has undergone major changes in the last fifteen years. Network coding in particular has had a major impact on associated areas of discrete mathematics, giving rise to new research topics and reviving old ones
Galois geometries and coding theory are two research areas which have been interacting with each oth...
This talk is intended to serve as an introduction to a number of recent papers by various authors th...
Using tools from algebraic geometry and Gröbner basis theory we solve two problems in network coding...
The landscape of algebraic coding theory has undergone major changes in the last fifteen years. Netw...
Coding Theory naturally lies at the intersection of a large number of disciplines in pure and applie...
Precise connections between algebraic network coding and network flows are explained in this article...
The significance of the Internet and electronic communication triggered much research into efficient...
This report documents the program and the outcomes of Dagstuhl Seminar 18511 "Algebraic Coding Theor...
Coding theory has become an essential ingredient of contemporary information technology, and it rema...
In less than ten years Network Coding has grown from a simple cute idea to an almost revolutionary r...
To my students: Since the birth of the subject roughly 50 years ago, coding theory has grown enor-mo...
Subspace codes have been intensely studied in the last decade due to their application in random net...
This report documents the program and the outcomes of Dagstuhl Seminar 11461 ``Coding Theory\u27\u27...
Abstract—We develop new algebraic algorithms for scalar and vector network coding. In vector network...
Coding theory, system theory, and symbolic dynamics have much in common. Among the central themes in...
Galois geometries and coding theory are two research areas which have been interacting with each oth...
This talk is intended to serve as an introduction to a number of recent papers by various authors th...
Using tools from algebraic geometry and Gröbner basis theory we solve two problems in network coding...
The landscape of algebraic coding theory has undergone major changes in the last fifteen years. Netw...
Coding Theory naturally lies at the intersection of a large number of disciplines in pure and applie...
Precise connections between algebraic network coding and network flows are explained in this article...
The significance of the Internet and electronic communication triggered much research into efficient...
This report documents the program and the outcomes of Dagstuhl Seminar 18511 "Algebraic Coding Theor...
Coding theory has become an essential ingredient of contemporary information technology, and it rema...
In less than ten years Network Coding has grown from a simple cute idea to an almost revolutionary r...
To my students: Since the birth of the subject roughly 50 years ago, coding theory has grown enor-mo...
Subspace codes have been intensely studied in the last decade due to their application in random net...
This report documents the program and the outcomes of Dagstuhl Seminar 11461 ``Coding Theory\u27\u27...
Abstract—We develop new algebraic algorithms for scalar and vector network coding. In vector network...
Coding theory, system theory, and symbolic dynamics have much in common. Among the central themes in...
Galois geometries and coding theory are two research areas which have been interacting with each oth...
This talk is intended to serve as an introduction to a number of recent papers by various authors th...
Using tools from algebraic geometry and Gröbner basis theory we solve two problems in network coding...