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原文連結
論文資訊
- 類型:已發表論文
- 日期:2009
摘要
網絡s in which the formation of connections is governed by a random process often undergo a 滲流 transition, wherein around a critical point, the addition of a small number of connections causes a sizable fraction of the 網絡 to suddenly become linked together. Typically such transitions are continuous, so that the percentage of the 網絡 linked together tends to zero right above the transition point. Whether 滲流 transitions could be discontinuous has been an open question. Here, we show that incorporating a limited amount of choice in the classic Erdos-Renyi 網絡 formation model causes its 滲流 transition to become discontinuous.
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