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Generating RSA Keys on a Handheld Using an Untrusted Server (2000)  (Make Corrections)  (17 citations)
N. Modadugu, D. Boneh, M. Kim



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Abstract: We show how to efficiently generate RSA keys on a low power handheld device with the help of an untrusted server. Most of the key generation work is offloaded onto the server. However, the server learns no information about the key it helped generate. We experiment with our techniques and show they result in up to a factor of 5 improvement in key generation time. The resulting RSA key looks like an RSA key for paranoids. It can be used for encryption and key exchange, but cannot be used for... (Update)

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BibTeX entry:   (Update)

N. Modadugu, D. Boneh, and M. Kim. Generating RSA keys on a handheld using an untrusted server. In RSA 2000, 2000. http://citeseer.ist.psu.edu/modadugu00generating.html   More

@misc{ modadugu00generating,
  author = "N. Modadugu and D. Boneh and M. Kim",
  title = "Generating {RSA} keys on a handheld using an untrusted server",
  note = "In RSA 2000",
  year = "2000",
  url = "citeseer.ist.psu.edu/modadugu00generating.html" }
Citations (may not include all citations):
1065   Handbook of Applied Cryptography (context) - Menezes, van Oorschot et al. - 1996
118   Optimal asymmetric encryption { How to encrypt with RSA (context) - Bellare, Rogaway
22   Speeding up secret computations with insecure auxiliary devi.. (context) - Matsumoto, Kato et al. - 1998
19   Server-Supported Signatures - Asokan, Tsudik et al. - 1997
18   Experimenting with electronic commerce on the PalmPilot - Boneh, Daswani - 1999
15   RSA for paranoids - Shamir - 1995
10   The Beguin-Quisquater Server-Aided RSA Protocol from Crypto'.. - Nguyen, Stern - 1998
7   Hand-Held Computers Can Be Better Smart Cards (context) - Balfanz, Felten
6   Finding four million large random primes - Rivest - 1997
5   Public Key Cryptography Standards (context) - Cryptography, No et al.
1   Attacks on Shamir's 'RSA for paranoids - Gilbert, Gupta et al. - 1998



The graph only includes citing articles where the year of publication is known.


Documents on the same site (http://crypto.stanford.edu/~dabo/pubs.html):   More
Factoring N = p r q for Large r (Extended Abstract) - Boneh, Durfee, Howgrave-Graham (1999)   (Correct)
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Exposing an RSA Private Key Given a Small Fraction of its Bits - Boneh, Durfee, Frankel (1998)   (Correct)

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