Difference between revisions of "Dmitry Khovratovich"

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(New page: Dmitry Khovratovich is a PhD student under the supervision of Prof. Dr. Alex Biryukov since December 2006. Main publications: * [[Media:AES Practical V12.pdf| '''Key Recovery Attacks...)
 
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Dmitry Khovratovich is a PhD student under the supervision of Prof. Dr. [[Alex Biryukov]] since December 2006.
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Dmitry Khovratovich is a PhD student under the supervision of Prof. Dr. [[Alex Biryukov]] since December 2006. He specializes  in hash functions and block ciphers. Dmitry is a co-author of the first attack on the full AES, and a co-designer of [[Cheetah]].
  
 
Main publications:
 
Main publications:
  
* [[Media:AES Practical V12.pdf| '''Key Recovery Attacks of Practical Complexity on AES Variants With Up To 10 Rounds''']]. [[Alex Biryukov|Alex Biryukov]], Orr Dunkelman, Nathan Keller, [[Dmitry Khovratovich|Dmitry Khovratovich]], Adi Shamir. We show practical related-key attacks on 8-, 9-, and 10-round AES-256.
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* [[Media:AES Practical V12.pdf| '''Key Recovery Attacks of Practical Complexity on AES Variants With Up To 10 Rounds''']]. With [[Alex Biryukov|Alex Biryukov]], Orr Dunkelman, Nathan Keller, and Adi Shamir.  
 
* [[Media:Aes-192-256.pdf| '''Related-Key Attack on the Full AES-192 and AES-256'''.]] With [[Alex Biryukov]].
 
* [[Media:Aes-192-256.pdf| '''Related-Key Attack on the Full AES-192 and AES-256'''.]] With [[Alex Biryukov]].
 
* [[Media:aes-256-ext.pdf| '''Distinguisher and Related-Key Attack on the Full AES-256'''.]] CRYPTO'2009. With [[Alex Biryukov]] and [[Ivica Nikolić]].
 
* [[Media:aes-256-ext.pdf| '''Distinguisher and Related-Key Attack on the Full AES-256'''.]] CRYPTO'2009. With [[Alex Biryukov]] and [[Ivica Nikolić]].

Revision as of 08:54, 30 July 2009

Dmitry Khovratovich is a PhD student under the supervision of Prof. Dr. Alex Biryukov since December 2006. He specializes in hash functions and block ciphers. Dmitry is a co-author of the first attack on the full AES, and a co-designer of Cheetah.

Main publications:


See also:

  • Nonrandomness of 33 rounds of MD6