We consider the task of communicating a generic bivariate function of two classical
correlated sources over a Classical-Quantum Multiple Access Channel (CQ-MAC). The two …

In this monograph, we develop a mathematical framework based on asymptotically good
random structured codes, ie, codes possessing algebraic properties, for network information …

This paper presents a joint typicality framework for encoding and decoding nested linear
codes in multi-user networks. This framework provides a new perspective on compute …

We consider the task of communicating a generic bivariate function of two classical sources
over a Classical-Quantum Multiple Access Channel (CQ-MAC). The two sources are …

We prove that the ensemble of the nested coset codes built on finite fields achieves the
capacity of arbitrary discrete memoryless point-to-point channels. Exploiting its algebraic …

We consider the task of faithfully simulating a distributed quantum measurement and
function computation, and demonstrate a new achievable rate-region. For this, we develop …

This work considers an information-theoretic characterization of the set of achievable rates,
costs, and distortions in a broad class of distributed communication and function …

This paper presents a joint typicality framework for encoding and decoding nested linear
codes for multi-user networks. This framework provides a new perspective on compute …

We consider the problem of communicating a general bivariate function of two classical
sources observed at the encoders of a classical-quantum multiple access channel. Building …

Building on recent development by Padakandla and Pradhan, and by Lim, Feng, Pastore,
Nazer, and Gastpar, this paper studies the potential of structured coset coding as a complete …