TCS / Personnel/ Sven Laur
Helsinki University of Technology, 
     Laboratory for Theoretical Computer Science

Sven Laur

Master of Science, Researcher, Cryptography

Office: Room T-B256
Postal Address: Helsinki University of Technology,
Laboratory for Theoretical Computer Science,
P.O.Box 5400,
FI-02015 HUT,
FINLAND
Telephone: +358-9-451 5876
Email: swen@math.ut.ee
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My main research interests

  • Provable security with exact success bounds
  • Efficient implementations of secure computation protocol
  • Cryptographic protocol design and proof methodologies
  • Homological classification of cryptographic primitives

Current projects

  • Sharemind
    C++ implementation of secure multiparty computation.
    Aimed to be a blazingly fast assembler level code interpretator.
    The main aim is to get a fast prototyping environment for privacy-preserving data mining.
    Most of the coding and design is done by my supervised master student Dan Bogdanov.

  • My PhD Thesis: Cryptographic Protocol Design
    The thesis consists of two parts: published articles and the introductionary part.
    The introductionary part is aimed to provide a fresh alternative to complexity theory based protocol design:

    • Takes an engineering view on cryptography:
      • Security definitions must reflect practical requirements.
      • Unnecessary proof complexity must be systematically abstracted away.
      • Security assumptions should be stated so that one can intelligently choose a design from several alternatives.

    • Abstracts away complexity theoretic assumptions and uses more natural framework of hypothesis testing to formalise
      • required security premises,
      • obtainable provable guarantees.

    • Provides a well systematised proof methodology in the terms of hypothesis testing.

    • Asks and provides answers to non-conventional questions:
      • Why do we think that SHA-1 is secure although it is a single function?
      • Why do we trust fixed public keys although they cannot be proven to be secure?
      • Does the unsolvable conflict between individual and collective properties in statistics emerge also in cryptography?
      • When is it secure to join a cryptographically secure protocol?
      • Does an ideal implementation of the functionality preserve security if an attacker has additional knowledge?
      • How to rationally decide whether to join a secure protocol or not?

    • Considers composability as an excellent design tool and not the final goal:
      • Composability must be otained with a low amortised computational overhead.
      • Additional initialisation assumptions are allowed to achive composability.
      • We promote extend assumptions, construct a secure protocol and reduce assumptions by isolation paradigm.


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    Latest update: 30 April 2007.