- vom 14.7.2021
Two-way communication complexity of sum-type functions for one processor to be informed
Ahlswede, Rudolf ; Cai, NingIn: Problems of information transmission, Jg. 30 H. 1, S. 3-10Two proofs of Pinsker's conjecture concerning arbitrarily varying channels
Ahlswede, Rudolf ; Cai, NingIn: IEEE transactions on information theory, Jg. 37 H. 6, S. 1647-1649Two contributions to information theory
Ahlswede, Rudolf ; Gács, Peter ; Csiszár, Imre (Hrsg.)In: Topics in information theory, Jg. 16, S. 17-40To get a bit of information may be as hard as to get full information
Ahlswede, Rudolf ; Csiszár, ImreIn: IEEE transactions on information theory, Jg. 27 H. 4, S. 398-408The weak capacity of averaged channels
Ahlswede, RudolfIn: Zeitschrift für Wahrscheinlichkeitstheorie und verwandte Gebiete, Jg. 11 H. 1, S. 61-73The structure of capacity functions for compound channels
Ahlswede, Rudolf ; Wolfowitz, J. ; Behara, M. (Hrsg.)In: Probability and information theory, Jg. vol. 1: Proceedings of the international symposium at McMaster University, Canada, April 1968, S. 12-54The rate-distortion region for multiple descriptions without excess rate
Ahlswede, RudolfIn: IEEE transactions on information theory, Jg. 31 H. 6, S. 721-726The number of values of combinatorial functions
Ahlswede, Rudolf ; Daykin, David E.In: Bulletin of the London Mathematical Society, Jg. 11 H. 1, S. 49-51The maximal length of cloud-antichains
Ahlswede, Rudolf ; Khachatrian, Levon H.In: Discrete Mathematics, Jg. 131 H. 1-3, S. 9-15The maximal error capacity of arbitrarily varying channels for constant list sizes
Ahlswede, RudolfIn: IEEE transactions on information theory, Jg. 39 H. 4, S. 1416-1417The capacity region of a channel with two senders and two receivers
Ahlswede, RudolfIn: The annals of probability, Jg. 2 H. 5, S. 805-814The capacity of a channel with arbitrarily varying channel probability functions and binary output
Ahlswede, Rudolf ; Wolfowitz, J.In: Zeitschrift für Wahrscheinlichkeitstheorie und verwandte Gebiete, Jg. 15 H. 3, S. 186-194The capacity of a channel with arbitrarily varying additive Gaussian channel probability functions
Ahlswede, Rudolf ; Kozesník, Jaroslav (Hrsg.)The asymptotic behavior of diameters in the average
Ahlswede, Rudolf ; Althöfer, IngoIn: Journal of Combinatorial Theory, Series B, Jg. 61 H. 2, S. 167-177Spreading of sets in product spaces and hypercontraction of the Markov operator
Ahlswede, Rudolf ; Gács, PeterIn: The annals of probability, Jg. 4 H. 6, S. 925-939Source encoding with side information and a converse for degraded broadcast channels
Ahlswede, Rudolf ; Körner, JánosIn: IEEE transactions on information theory, Jg. IT-21 H. 6, S. 629-637Simple hypergraphs with maximal number of adjacent pairs of edges
Ahlswede, RudolfIn: Journal of Combinatorial Theory, Series B, Jg. 28 H. 2, S. 164-167Rich colorings with local constraints
Ahlswede, Rudolf ; Cai, Ning ; Zhang, ZhenIn: Journal of combinatorics, information & system sciences, Jg. 17 H. 3, S. 203-216Reuseable memories in the light of the old arbitrarily varying and a new outputwise varying channel theory
Ahlswede, Rudolf ; Simonyi, GaborIn: IEEE transactions on information theory, Jg. 37 H. 4, S. 1143-1150Remarks on Shannon's secrecy systems
Ahlswede, RudolfIn: Problems of Control and Information Theory, Jg. 11 H. 4, S. 301-318