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A Parameterized Runtime Analysis of Evolutionary Algorithms for ...

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School <strong>of</strong> Computer Science, University <strong>of</strong> Adelaide<br />

Expected Time to Completion<br />

• Number <strong>of</strong> nodes in connected component bound by<br />

g(k)= 3 . 2 k - 2<br />

XP (in paper) O(n g(k) )<br />

Simple FPT O(n log n . 2 g(k) )<br />

Modified FPT O(n log n . 2 k .g(k)<br />

)<br />

Propagation FPT O(n log n . 2 g(k)2 )<br />

Modified Propagation FPT O(n log n . 2 k .g(k)<br />

)<br />

Life Impact | The University <strong>of</strong> Adelaide

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