activity
20242026
collaborators

5 papers

cs.IT2026

On the Minimum Length of Functional Batch Codes with Small Recovery Sets

Kristiina Oksner, Henk D. L. Hollmann, Ago-Erik Riet +1

Batch codes are of potential use for load balancing and private information retrieval in distributed data storage systems. Recently, a special case of batch codes, termed functiona…

cs.IT2026

Recovery Algorithms for Linear Batch Codes

Baran Düzgün, Henk D. L. Hollmann, Ago-Erik Riet +2

Various types of recovery algorithms for batch codes have been investigated, such as asynchronous recovery or recovery as afforded by batch codes obtained from Almost Affinely Disj…

math.CO2025

New constructions of unbalanced -free bipartite graphs

Baran Düzgün, Ago-Erik Riet, Vladislav Taranchuk

In 1979, Erdős conjectured that if , then . This conjecture was disproven by several papers and the current best-known bounds for t…

cs.IT2024

PIR Codes, Unequal-Data-Demand Codes, and the Griesmer Bound

Henk D. L. Hollmann, Martin Puškin, Ago-Erik Riet

Unequal Error-Protecting (UEP) codes are error-correcting (EC) codes designed to protect some parts of the encoded data better than other parts. Here, we introduce a similar genera…

cs.IT2024

Equal Requests are Asymptotically Hardest for Data Recovery

Jüri Lember, Ago-Erik Riet

In a distributed storage system serving hot data, the data recovery performance becomes important, captured e.g. by the service rate. We give partial evidence for it being hardest…