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О предельных средних значениях в вероятностных моделях методов балансировки времени-памяти-данных
2015
Mathematical Aspects of Cryptography
Time-memory-data tradeoff methods are used to solve one-way function inversion problems. This work provides some mathematical results aimed to the complexity analysis of the most known methods. We introduce a set of random variables depending on the generation sizes and on the total number of particles in a Galton-Watson process considered as a model of the main characteristics of these methods. The limit behavior of their mean values is studied. This work develops the results presented by the
doi:10.4213/mvk145
fatcat:a3bwraq6vvb6vpd3gem4tei3ya