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How many random edges make a graph hamiltonian? |
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| Authors: | Eli Shamir |
| Affiliation: | (1) Mathematics Institute, The Hebrew University, Jerusalem, Israel |
| Abstract: | A threshold for a graph propertyQ in the scale of random graph spacesG n,p is ap-band across which the asymptotic probability ofQ jumps from 0 to 1. We locate a sharp threshold for the property of having a hamiltonian path. |
| Keywords: | 60 C 05 |
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