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A Probabilistic extension of the EASI model

Terao, Norichika; Suzuki, Mitsutoshi

The probability of an adversary's interruption, $$P_{I}$$, in a specific scenario can be evaluated using a calculation code, Estimate of Adversary Sequence Interruption (EASI). The purpose of this study is to devise a quantification method of $$P_{I}$$ by considering the influence of uncertainty and variability. Specifically, we attempt to devise a new calculation method of three components of $$P_{I}$$: $$P(D{_i})$$, $$P(C{_i})$$, and $$P(R|A_{i})$$. In addition, we seek to design a hypothetical nuclear facility and an adversary's assault scenario and to assess the $$P_{I}$$ value using our new method. We set the performance data of the facility as temporary values without a real performance test. We attempt to express the uncertainty and variability of each element of the facility using the Monte Carlo method.

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