Abstract. Proofs of retrievability allow a client to store her data on a remote server (e.g., "in the cloud") and periodically execute an efficient audit protocol to check that all of the data are being maintained correctly and can be recovered from the server. For efficiency, the computation and communication of the server and client during an audit protocol should be significantly smaller than reading/transmitting the data in its entirety. Although the server is only asked to access a few locations of its storage during an audit, it must maintain full knowledge of all client data to be able to pass. Starting with the work of Juels and Kaliski (CCS '07), all prior solutions to this problem crucially assume that the client data are static and do not allow it to be efficiently updated. Indeed, they all store a redundant encoding of the data on the server, so that the server must delete a large fraction of its storage to "lose" any actual content. Unfortunately, this means that even a single bit modification to the original data will need to modify a large fraction of the server storage, which makes updates highly inefficient. Overcoming this limitation was left as the main open problem by all prior works. In this work, we give the first solution providing proofs of retrievability for dynamic storage, where the client can perform arbitrary reads/writes on any location within her data by running an efficient protocol with the server. At any point in time, the client can execute an efficient audit protocol to ensure that the server maintains the latest version of the client data. The computation and communication complexity of the server and client in our protocols are only polylogarithmic in the size of the client's data. The starting point of our solution is to split up the data into small blocks and redundantly encode each block of data individually, so that an update inside any data block only affects a few codeword * Work done while at IBM Research, T. J. Watson. † Work done while at IBM Research, T. J. Watson. Dynamic Proofs of Retrievability Via Oblivious RAM 23 symbols. The main difficulty is to prevent the server from identifying and deleting too many codeword symbols belonging to any single data block. We do so by hiding where the various codeword symbols for any individual data block are stored on the server and when they are being accessed by the client, using the algorithmic techniques of oblivious RAM.
PORAM REF ], on the other hand, employs oblivious RAM techniques to hide the information about which blocks are being updated from the server.
Dynamic Proofs of Retrievability Via Oblivious RAM
Journal of Cryptology
Journal of Cryptology
Computer Science