• Publications
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The Capacity Region of the Arbitrarily Varying MAC: With and Without Constraints
  • Uzi Pereg, Y. Steinberg
  • Computer Science, Mathematics
  • IEEE International Symposium on Information…
  • 3 January 2019
We determine both the random code capacity region and the deterministic code capacity region of the arbitrarily varying multiple access channel (AVMAC) under input and state constraints. For theExpand
Channel Upgradation for Non-Binary Input Alphabets and MACs
TLDR
The approximation method is instrumental when constructing capacity achieving polar codes for an asymmetric channel with a non-binary input alphabet and the wiretap setting as well as the lossy source coding setting. Expand
The Arbitrarily Varying Channel Under Constraints With Side Information at the Encoder
TLDR
This work studies the arbitrarily varying channel with input and state constraints, when the encoder has state information in a causal or noncausal manner, and determines the random code capacity of the AVC under input andstate constraints. Expand
Channel Upgradation for Non-Binary Input Alphabets and MACs
  • Uzi Pereg, I. Tal
  • Mathematics, Computer Science
  • IEEE Transactions on Information Theory
  • 27 August 2013
TLDR
The approximation method is instrumental when constructing capacity achieving polar codes for an asymmetric channel with a non-binary input alphabet and the wiretap setting as well as the lossy source coding setting. Expand
The arbitrarily varying degraded broadcast channel with causal side information at the encoder
TLDR
This work establishes inner and outer bounds on both the random code capacity region and the deterministic code capacity area of the arbitrarily varying degraded broadcast channel (AVDBC), when state information is available at the transmitter in a causal manner. Expand
Communication over Quantum Channels with Parameter Estimation
  • Uzi Pereg
  • Computer Science, Mathematics
  • IEEE International Symposium on Information…
  • 1 January 2020
TLDR
Regularized formulas are derived for the capacity of random-parameter quantum channels with CSI, generalizing previous results on classical-quantum channels. Expand
Quantum Channel State Masking
TLDR
A full characterization is established for the entanglement-assisted masking equivocation region with a maximally correlated channel state, and a regularized formula is given for the quantum capacity-leakage function without assistance. Expand
The Arbitrarily Varying Gaussian Relay Channel with Sender Frequency Division
  • Uzi Pereg, Y. Steinberg
  • Computer Science, Mathematics
  • 56th Annual Allerton Conference on Communication…
  • 29 May 2018
TLDR
It is observed that when the channel input is subject to a low power limit, the deterministic code capacity may be strictly lower than the random code capacity, and the gap vanishes as the input becomes less constrained. Expand
The Arbitrarily Varying Relay Channel
  • Uzi Pereg, Y. Steinberg
  • Mathematics, Computer Science
  • IEEE International Symposium on Information…
  • 1 June 2018
TLDR
The random code capacity for special cases is determined, and deterministic coding schemes are considered, and the deterministic code capacity is derived, under certain conditions. Expand
The Arbitrarily Varying Broadcast Channel With Causal Side Information at the Encoder
TLDR
This paper establishes the inner and outer bounds on both the random code capacity region and the deterministic codecapacity region with degraded message sets and shows that the minimax theorem does not hold for rate regions. Expand
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