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1) Properties of optimal strategies in the Raikin-Herzbach model are investigated for the case of redundancy with fractional multipleness;
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2) The problem on optimal strategy when number of elements is small and element reliability is closed to 1 was solved;
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3) Using proved properties of optimal streategies a simplified algorithm for calculation the optimal strategy and mean time to failure was created. If number of reserve elements, redundancy multipleness and reliability of one element are given we can calculate optimal strategy and mean time to failure.
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All presented results are in my thesis "Strategies and algorithms for optimal redundancy".
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