Tight information theoretic converse results for some pliable index coding problems
T Liu, D Tuninetti - IEEE Transactions on Information Theory, 2019 - ieeexplore.ieee.org
This paper studies the Pliable Index CODing problem (PICOD), which models content-type
distribution networks. In the PICOD (t) problem there are m messages, n users and each …
distribution networks. In the PICOD (t) problem there are m messages, n users and each …
[PDF][PDF] Tight Information Theoretic Converse Results for some Pliable Index Coding Problems
T Liu, D Tuninetti - ieeexplore.ieee.org
This paper studies the Pliable Index CODing problem (PICOD), which models content-type
distribution networks. In the PICODptq problem there are m messages, n users and each …
distribution networks. In the PICODptq problem there are m messages, n users and each …
[PDF][PDF] Tight Information Theoretic Converse Results for some Pliable Index Coding Problems
T Liu, D Tuninetti - arXiv preprint arXiv:1810.02451, 2018 - researchgate.net
This paper studies the Pliable Index CODing problem (PICOD), which models content-type
distribution networks. In the PICODptq problem there are m messages, n users and each …
distribution networks. In the PICODptq problem there are m messages, n users and each …
Tight Information Theoretic Converse Results for some Pliable Index Coding Problems
T Liu, D Tuninetti - arXiv preprint arXiv:1810.02451, 2018 - arxiv.org
This paper studies the Pliable Index CODing problem (PICOD), which models content-type
distribution networks. In the PICOD $(t) $ problem there are $ m $ messages, $ n $ users …
distribution networks. In the PICOD $(t) $ problem there are $ m $ messages, $ n $ users …
[PDF][PDF] Tight Information Theoretic Converse Results for Some Pliable Index Coding Problems
T Liu, D Tuninetti - IEEE Transactions on Information Theory, 2020 - par.nsf.gov
This paper studies the Pliable Index CODing problem (PICOD), which models content-type
distribution networks. In the PICODptq problem there are m messages, n users and each …
distribution networks. In the PICODptq problem there are m messages, n users and each …
Tight Information Theoretic Converse Results for some Pliable Index Coding Problems
T Liu, D Tuninetti - arXiv e-prints, 2018 - ui.adsabs.harvard.edu
This paper studies the Pliable Index CODing problem (PICOD), which models content-type
distribution networks. In the PICOD $(t) $ problem there are $ m $ messages, $ n $ users …
distribution networks. In the PICOD $(t) $ problem there are $ m $ messages, $ n $ users …
[PDF][PDF] Tight Information Theoretic Converse Results for some Pliable Index Coding Problems
T Liu, D Tuninetti - arXiv preprint arXiv:1810.02451, 2018 - academia.edu
This paper studies the Pliable Index CODing problem (PICOD), which models content-type
distribution networks. In the PICODptq problem there are m messages, n users and each …
distribution networks. In the PICODptq problem there are m messages, n users and each …