(Enter summary)
Abstract: A (g; b) key distribution scheme allows conferences of g users to generate secret keys,
such that disjoint coalitions of b users cannot gain any information on the generated
key (in the information theoretic sense). In this work, we study the relationships
between communication and space efficiency of key distribution schemes. We prove
that communication does not help in the context of unrestricted schemes. On the
other hand, we show that for restricted schemes, which are secure only when used... (Update)
Context of citations to this paper: More
.... by Burmester and Desmedt [6] Unconditionally secure schemes for conference key agreement have been studied by Beimel and Chor [1, 2] (see also Blundo and Cresti [5] We will call such a scheme an Interactive Key Distribution Scheme (IKDS) An IKDS typically consists...
...We now define unrestricted, non communicating key distribution schemes. Other variations of key distribution schemes can be found in [10] [11]. These key distribution schemes are used in the constructions of our secret sharing schemes. Definition 3: Let b be a positive...
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0.3: Secure Frameproof Codes, Key Distribution.. - D. R. Stinson.. (1997)
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0.3: Perfectly-Secure Key Distribution for Dynamic Conferences - Blundo, De Santis.. (1995)
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0.2: On Privacy and Partition Arguments - Chor, Ishai
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0.1: Secret Sharing with Public Reconstruction - Beimel, Chor (1998)
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0.1: Universally Ideal Secret Sharing Schemes - Beimel, Chor (1994)
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8: Space Requirements for Broadcast Encryption (context) - Blundo, Cresti - 1995
8: An Optimal Class of Symmetric Key Generation Systems (context) - Blom - 1985
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BibTeX entry: (Update)
A. Beimel and B. Chor. Communication in Key Distribution Schemes. IEEE Transactions on Information Theory 42 (1996), 19--28. http://citeseer.ist.psu.edu/beimel96communication.html More
@article{ beimel96communication,
author = "Amos Beimel and Benny Chor",
title = "Communication in Key Distribution Schemes",
journal = "{IEEE} Transactions on Information Theory",
volume = "41",
number = "1",
pages = "19--28",
year = "1996",
url = "citeseer.ist.psu.edu/beimel96communication.html" }
Citations (may not include all citations):
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Elements of Information Theory (context) - Cover, Thomas - 1991
428
IEEE Transactions on Information Theory (context) - Diffie, Hellman et al. - 1976
112
Broadcast encryption
- Fiat, Naor - 1994
68
Secret key agreement by public discussion from common inform..
- Maurer - 1993
52
Perfectlysecure key distribution for dynamic conferences
- Blundo, De Santis et al. - 1993
46
An optimal class of symmetric key generation systems (context) - Blom - 1985
27
the key predistribution systems: a practical solution to the.. (context) - Matsumoto, Imai - 1988
23
A matrix key-distribution scheme
- Gong, Wheeler - 1990
15
Discrete Applied Mathematics (context) - Mitchell, Piper et al. - 1988
11
Key distribution system based on identification information (context) - Okamoto, Tanaka - 1989
10
Multiparty secret key exchange using a random deal of cards
- Fischer, Wright - 1992
6
Coding Theorems for Discrete Memoryless Systems (context) - Csiszar, Korner - 1986
5
Some constructions for key distribution patterns (context) - Quinn - 1994
1
Information Theory and Reliable Communications (context) - Gallanger - 1968
1
Secure bit exchange using a random deal of cards (context) - Fischer, Paterson et al. - 1991
The graph only includes citing articles where the year of publication is known.
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On Arithmetic Branching Programs - Beimel, Gál (1998)
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