Cryptology ePrint Archive: Report 2015/331

A New Authenticated Encryption Technique for Handling Long Ciphertexts in Memory Constrained Devices

Megha Agrawal and Donghoon Chang and Somitra Sanadhya

Abstract: In authenticated encryption schemes, there are two techniques for handling long ciphertexts while working within the constraints of a low buffer size: Releasing unverified plaintext (RUP) or Producing intermediate tags (PIT). In this paper, in addition to the two techniques, we propose another way to handle a long ciphertext with a low buffer size by storing and releasing only one (generally, or only few) intermediate state without releasing or storing any part of an unverified plaintext and without need of generating any intermediate tag.

In this paper we explain this generalized technique using our new construction sp-AELM. sp-AELM is a sponge based authenticated encryption scheme that provides support for limited memory devices. We also provide its security proof for privacy and authenticity in an ideal permutation model, using a code based game playing framework. Furthermore, we also present two more variants of sp-AELM that serve the same purpose and are more efficient than sp-AELM.

The ongoing CAESAR competition has 9 submissions which are based on the Sponge construction. We apply our generalized technique of storing single intermediate state to all these submissions, to determine their suitability with a Crypto module having limited memory. Our findings show that only ASCON and one of the PRIMATE's mode(namely GIBBON) satisify the limited memory constraint using this technique, while the remaining schemes (namely, Artemia, ICEPOLE, Ketje, Keyak, NORX, $\Pi$-cipher, STRIBOB and two of the PRIMATEs mode: APE \& HANUMAN) are not suitable for this scenario directly.

Category / Keywords: Authenticated encryption, CAESAR, Cryptographic module, Remote key authenticated encryption, Decrypt-then-mask protocol, Privacy, Authenticity.

Original Publication (with major differences): ACISP 2015

Date: received 13 Apr 2015, last revised 21 Apr 2015

Contact author: meghaa at iiitd ac in

Available format(s): PDF | BibTeX Citation

Version: 20150421:094918 (All versions of this report)

Short URL:

Discussion forum: Show discussion | Start new discussion

[ Cryptology ePrint archive ]