Error compensated MOF-based ReRAM array for encrypted logical operations

Metal-organic frameworks (MOFs) form a unique platform for operation with data using ReRAM technology. Here we report on a large-scale fabrication of a MOF-based ReRAM array with 6 × 6 cells, demonstrating 50% variation in their electronic parameters. Despite this inhomogeneity, such a "non-ideal" ReRAM array is used for recording binary information followed by deep learning processes to achieve 95% accuracy of reading. Next, the same ReRAM array is used to record numbers (from 0 to 15) followed by the operation of addition. For the correct performance of such an analogue algorithm, we determine a set of unique coefficients for each ReRAM cell, allowing us to use this set as an encrypted key to get access to logical operations. The obtained results, thereby, demonstrate the possibility of "non-ideal" MOF-based ReRAM for low error reading of information coupled with encrypted logical operations.

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Publication Details

Journal
Dalton Transactions
Published
2024-11-22
DOI
https://doi.org/10.1039/d4dt02880e
Citations
2
Primary Topic
Advanced Memory and Neural Computing
Type
article
Field-Weighted Citation Impact
0.42

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article

Error compensated MOF-based ReRAM array for encrypted logical operations

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2 citations
Dalton Transactions
Advanced Memory and Neural Computing
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article

Error compensated MOF-based ReRAM array for encrypted logical operations

Valentin A. Milichko, Ivan Sergeev, Svyatoslav A. Povarov, Semyon V. Bachinin, Sergey S. Rzhevskiy, Alena N. Kulakova, Anastasia Lubimova, Varvara Kharitonova
article en
2 citations

Abstract

Metal-organic frameworks (MOFs) form a unique platform for operation with data using ReRAM technology. Here we report on a large-scale fabrication of a MOF-based ReRAM array with 6 × 6 cells, demonstrating 50% variation in their electronic parameters. Despite this inhomogeneity, such a "non-ideal" ReRAM array is used for recording binary information followed by deep learning processes to achieve 95% accuracy of reading. Next, the same ReRAM array is used to record numbers (from 0 to 15) followed by the operation of addition. For the correct performance of such an analogue algorithm, we determine a set of unique coefficients for each ReRAM cell, allowing us to use this set as an encrypted key to get access to logical operations. The obtained results, thereby, demonstrate the possibility of "non-ideal" MOF-based ReRAM for low error reading of information coupled with encrypted logical operations.

Dalton TransactionsVol. 54(4)
Centre National de la Recherche Scientifique (FR), ITMO University (RU), Institut Jean Lamour (FR), Université de Lorraine (FR)
Russian Science Foundation
Industry, innovation and infrastructure
Openalex Percentile: Top 36%
Advanced Memory and Neural Computing
0.42
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