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20212026
most citedA hierarchy of efficient bounds on quantum capacities exploiting symmetry

9 citations · 12 across the 17 of their papers we have counts for

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cs.IT2026

Non-Adaptive Learning of Sparse Erdős--Rényi Graphs via Affine Splitting

Hoang Ta

Graph learning from edge-detecting queries concerns the reconstruction of an unknown edge set on a known vertex set. Each query reports whether a specified vertex subset contains a…

cs.IT2026

Block Tensor Rank of Sum-Rank Metric Codes

Huimin Lao, Huy Pham, Hoang Ta +1

Sum-rank codes provide a generalized framework for Hamming and rank-metric codes, with codewords represented as tuples of matrices and weight given by the sum of the block ranks. I…

cs.IT2026

A Fast Hierarchical Splitting Approach for Non-Adaptive Learning of Random Hypergraphs

Huy Pham, Hoang Ta

This work focuses on the problem of learning an unknown -uniform hypergraph using edge-detecting queries. Our goal is to design a querying strategy that recovers the hyperedge s…

cs.IT2025

A Fast Binary Splitting Approach for Non-Adaptive Learning of Erdős--Rényi Graphs

Hoang Ta, Jonathan Scarlett

We study the problem of learning an unknown graph via group queries on node subsets, where each query reports whether at least one edge is present among the queried nodes. In gener…

cs.IT2024

On de Bruijn Covering Sequences and Arrays

Yeow Meng Chee, Tuvi Etzion, Hoang Ta +1

An -de Bruijn covering array (dBCA) is a doubly periodic array over an alphabet of size such that the set of all its windows form a covering…

cs.IT2023★ 1 cited

On the Asymptotic Nonnegative Rank of Matrices and its Applications in Information Theory

Yeow Meng Chee, Quoc Tung Le, Hoang Ta

In this paper, we study the asymptotic nonnegative rank of matrices, which characterizes the asymptotic growth of the nonnegative rank of fixed nonnegative matrices under the Krone…