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Design, Analysis of Security and Cryptanalysis of Message Authentication Codes

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dc.contributor.author Talnikar, Suprita
dc.date.accessioned 2023-04-11T16:43:43Z
dc.date.available 2023-04-11T16:43:43Z
dc.date.issued 2022-12
dc.identifier.citation 234p. en_US
dc.identifier.uri http://hdl.handle.net/10263/7361
dc.description Thesis is under the supervision of Prof Mridul Nandi en_US
dc.description.abstract This thesis is a compilation of various message authentication codes having beyond the birthday bound (BBB) security. Kicking off with preliminary development in chapter 1, it proceeds to introduce the nEHtM (nonce-based Enhanced Hash-then-Mask) MAC in chapter 2, which is BBB-secure when nonce misuse occurs, through the concept of faulty nonces. The construction is based on a single block cipher, used on the inputs after they undergo a domain-separation. Next, chapter 3 tackles the security and cryptanalysis of MAC constructions that use pseudorandom permutations as primitives by introducing the construction PDMMAC (Permutation-based Davies-Meyer MAC) and its variants. The work on obtaining pseudorandom functions from PRPs by [53] lead to our exploration of PRP-based MACs, and one of our constructions was inspired by the DWCDM of [62]. This was instrumental in the search for an inverse-free permutation-based MAC with a single instance of permutation. This is addressed in chapter 4 through the p-EDM (permutation-based Encrypted Davies-Meyer), which follows the trend of constructing n-bit to n-bit PRFs by summing smaller constructions such as the Even-Mansour and the Davies-Meyer, like the SoEM and SoKAC constructions of [53] and the PDMMAC and variant constructions of [47] before it. The BBB security is again tight. Two interesting treatments of the DbHtS construction [61] can be found in chapters 5 and 6. A permutation-based version, dubbed p-DbHtS (permutation- based Double-block Hash-then-Sum) is proven to possess BBB security and a matching attack provided. Finally, a block cipher-based version of the original construction is shown to have BBB security in the multi-user setting for underlying hash functions that are constructed without the use of block Ciphers. Furthermore, each chapter extends Patarin’s Mirror Theory to provide partial bounds for solutions to a system of affine bivariate equations and non-equations satisfying certain conditions. en_US
dc.language.iso en en_US
dc.publisher Indian Statistical Institute, Kolkata en_US
dc.relation.ispartofseries ISI Ph. D Thesis;TH
dc.subject Message Authentication codes en_US
dc.subject Cryptology en_US
dc.title Design, Analysis of Security and Cryptanalysis of Message Authentication Codes en_US
dc.type Thesis en_US


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