- A Proof of the Noiseberg Conjecture for the Gaussian Z-Interference Channelisit 2023: 1824-1829 [doi]
- A Mutual Information Inequality and Some ApplicationsTIT, 69(10):6210-6220, October 2023. [doi]

- Unifying the Brascamp-Lieb Inequality and the Entropy Power InequalityTIT, 68(12):7665-7684, 2022. [doi]
- A Strengthened Cutset Upper Bound on the Capacity of the Relay Channel and ApplicationsTIT, 68(8):5013-5043, 2022. [doi]
- Outer Bounds for Multiuser Settings: The Auxiliary Receiver ApproachTIT, 68(2):701-736, 2022. [doi]

- On the Evaluation of Marton's Inner Bound for Two-Receiver Broadcast ChannelsTIT, 65(3):1361-1371, 2019. [doi]
- Invariance of the Han-Kobayashi Region With Respect to Temporally-Correlated Gaussian InputsTIT, 65(3):1372-1374, 2019. [doi]

- Improved cardinality bounds on the auxiliary random variables in Marton's inner boundisit 2013: 1272-1276 [doi]
- On hypercontractivity and the mutual information between Boolean functionsallerton 2013: 13-19 [doi]
- An Information Inequality and Evaluation of Marton's Inner Bound for Binary Input Broadcast ChannelsTIT, 59(7):4095-4105, 2013. [doi]
- On Broadcast Channels With Binary Inputs and Symmetric OutputsTIT, 59(11):6980-6989, 2013. [doi]

- The Capacity Region of the Three Receiver Less Noisy Broadcast ChannelTIT, 57(7):4058-4062, 2011. [doi]

- Proof of the local REM conjecture for number partitioning. II. Growing energy scalesrsa, 34(2):241-284, 2009. [doi]
- Proof of the local REM conjecture for number partitioning. I: Constant energy scalesrsa, 34(2):217-240, 2009. [doi]
- The capacity region of a class of three-receiver broadcast channels with degraded message setsTIT, 55(10):4479-4493, 2009. [doi]

- An Outer Bound to the Capacity Region ofthe Broadcast ChannelTIT, 53(1):350-355, 2007. [doi]