This paper presents an explicit construction for an $((n= 2qt, k= 2q (t-1), d= n-(q+ 1)),(\alpha=
q (2q)^{t-1},\beta=\frac {\alpha}{q})) $ regenerating code (RGC) over a field $\mathbb {F} _Q …

This paper presents an explicit construction for an ((n= 2qt, k= 2q {t-1), d= n-(q+ 1)),(α= q
(2q) t-1, β= α/q)) regenerating code over a field F q operating at the Minimum Storage …

This paper focuses on the design of regeneration codes. An (n, k, d) exact-regenerating
code encodes and stores the data into n nodes such that the entire data can be recovered …

This paper presents an explicit construction for an $((n, k, d= n-1),(\alpha,\beta)) $
regenerating code over a field $\mathbb {F} _Q $ operating at the Minimum Storage …

While the tradeoff between the amount of data stored and the repair bandwidth of an (n, k, d)
regenerating code has been characterized under functional repair (FR), the case of exact …

Exact-repair regenerating codes are considered for the case (n, k, d)=(4, 3, 3), for which a
complete characterization of the rate region is provided. This characterization answers in the …

The study of regenerating codes has advanced tremendously in recent years. However,
most known constructions require large field size and, hence, may be hard to implement in …

We consider the rack-aware storage system where n= n̅u nodes are organized in n̅ racks
each containing u nodes, and any k= k̅u+ u 0 (0≤ u 0<; u) nodes can retrieve the original …

In a distributed storage environment, where the data is placed in nodes connected through a
network, it is likely that one of these nodes fails. It is known that the use of erasure coding …

In a distributed storage environment, where the data is placed in nodes connected through a
network, it is likely that one of these nodes fails. It is known that the use of erasure coding …