Codes in the sum-rank metric have attracted significant attention for their applications in
distributed storage systems, multishot network coding, streaming over erasure channels …

Multishot network coding is considered in a worst-case adversarial setting in which an
omniscient adversary with unbounded computational resources may inject erroneous …

The sum-rank metric naturally extends both the Hamming and rank metrics in coding theory
over fields. It measures the error-correcting capability of codes in multishot matrix …

The tensor product of one code endowed with the Hamming metric and one endowed with
the rank metric is analyzed. This gives a code which naturally inherits the sum-rank metric …

In this work, cyclic-skew-cyclic codes and sum-rank BCH codes are introduced. Cyclic-skew-
cyclic codes are characterized as left ideals of a suitable non-commutative finite ring …

Sum-rank-metric codes have wide applications in the multishot network coding and the
distributed storage. Linearized Reed-Solomon codes, sum-rank BCH codes and their Welch …

Sum-rank-metric codes have wide applications in universal error correction, multishot
network coding, space-time coding and the construction of partial-MDS codes for repair in …

Sum-rank codes have known applications in the multishot network coding, the distributed
storage and the construction of space-time codes. U. Mart\'{\i} nez-Pe\~{n} as introduced the …

Codes in the sum-rank metric have received many attentions in recent years, since they
have wide applications in multishot network coding, space-time coding and distributed …

We introduce the notion of sum-matroids and show its association with sum-rank metric
codes. As a consequence, some results for sum-rank metric codes by Martínez-Peñas are …