Cryptography

Cryptography forms the foundation of information security.  In the last decade, many services affecting people's life and privacy have been put online and ensuring that sensitive information stays secure is very important.  It is, therefore, necessary to understand why modern cryptography is considered secure, and exactly which security guarantees different encryption methods offer.

At Simula UiB, we study the details of how cryptographic algorithms work.   We estimate how much resources the best attacks need to break the security of particular cyphers.  This research gives assurance that the cryptography we all rely on really is secure, even when we consider new attack methods and the increase in computing power.

New types of cryptographic algorithms, like fully homomorphic encryption, has the potential to solve many of the trust and privacy issues in cloud computing today.  The challenge these novel algorithms currently face is in terms of efficiency. Simula UiB does research in this area also, trying to make new cryptographic techniques more practical and useful in the real world.

More about Simula's research activity on cryptography can be found at www.simula-uib.com

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2021

Journal articles

IEEE Transactions on Information Theory 67, no. 10 (2021): 6408-6424.
Status: Published
Computing 104 (2021): 73-93.
Status: Published
IEEE Journal on Selected Areas in Information Theory 2, no. March (2021): 415-427.
Status: Published
IEEE Transactions on Communications 69, no. 4 (2021): 2138-2147.
Status: Published

Edited books

In London Mathematical Society Lecture Note Series . Vol. 469. Cambridge, UK: Cambridge University Press, 2021.
Status: Published

Proceedings, refereed

In Cryptology and Network Security - 20th International Conference, CANS 2021, Vienna, Austria, December 13-15, 2021, Proceedings. Vol. 13099. Springer, 2021.
Status: Published
In 2021 IEEE International Symposium on Information Theory (ISIT). Melbourne, Australia: IEEE, 2021.
Status: Published
In FC 2021. Vol. 12674. Berlin, Heidelberg: Springer Berlin Heidelberg, 2021.
Status: Published
In FC 2021. Vol. LNCS, volume 12674. Springer, 2021.
Status: Published