We develop a duality theory of locally recoverable codes (LRCs) and appl...
This paper builds a novel bridge between algebraic coding theory and
mat...
We consider the problem of deriving upper bounds on the parameters of
su...
We investigate adversarial network coding and decoding focusing on the
m...
We investigate the properties of a family of polytopes that naturally ar...
We initiate the study of the duality theory of locally recoverable codes...
We consider (symmetric, non-degenerate) bilinear spaces over a finite fi...
We consider the problem of computing the capacity of a coded, multicast
...
In 2009, Etzion and Siberstein proposed a conjecture on the largest dime...
We investigate the asymptotic density of error-correcting codes with goo...
We introduce the class of rank-metric geometric lattices and initiate th...
We consider the problem of error control in a coded, multicast network,
...
We are concerned with linear redundancy storage schemes regarding their
...
We investigate two fundamental questions intersecting coding theory and
...
We develop an algebraic theory of supports for R-linear codes of fixed
l...
This work considers the one-shot capacity of communication networks subj...
This work investigates the structure of rank-metric codes in connection ...
We consider the problem of describing the typical (possibly) non-linear ...
Motivated by recent developments in the mathematical theory of neural co...
We consider the problem of estimating the number of common complements o...
We develop three approaches of combinatorial flavour to study the struct...
This paper investigates the theory of sum-rank metric codes for which th...
We study the Whitney numbers of the first kind of combinatorial geometri...
We present the theory of rank-metric codes with respect to the 3-tensors...
We study the row-space partition and the pivot partition on the matrix s...
A t-(n,d,λ) design over F_q, or a subspace design, is a
collection of d...
We introduce the class of partition-balanced families of codes, and show...
We study some algebraic and combinatorial invariants of rank-metric code...