Yes Rusty, you are correct that an attacker still gets leverage on their ability to destroy reputation unless the loss rates increase exponentially. And I agree that would be a very steep increase, serving do decrease circuit lengths dramatically. The reasoning for the linear increase in reputation loss comes from viewing reputation loss as compensation for time-value lost in locked HTLCs. In a sense, every node pays in reputation for all of the time-value locked in HTLCs upstream from them in proportion to the value assigned to it by the owners of the funds.
I'm not sure whether this would be an acceptable way of pricing payment delays, though I do think it is important to make attackers pay for the resources they are wasting on the network in some form. On Fri, May 18, 2018 at 4:38 PM, ZmnSCPxj <zmnsc...@protonmail.com> wrote: > Good morning Rusty, > > > > Also, you talked about reputation_loss_rate as being a private per-node > > > > thing, and being an explicit thing in the HTLC. I'm ignoring the > > > > former, and assuming the latter. > > Reputation (the score) is a private per-node thing, while the > `reputation_loss_rate` is explicit in the HTLC. > > I am uncertain how that changes your analysis, though. In a line network > like you showed, the reputation "bins" are Node1->Node2 and Node2->Node1 > and so on. It may be more useful to think of the reputation bins as > assigned to half-chans than to nodes. > > So the initial Mallory3->Node18->Mallory2 gives high reputation to > half-chans Node18->Mallory3 and Node18->Mallory2, then sacrifices the > Node18->Mallory3 reputation to destroy the NodeN -> NodeN+1 and > NodeN+1->NodeN reputations. > > Along that line, reputation lost is higher as N increases. Graphing > reputation lost along that line, we form a triangle, and the area of the > triangle is the total reputation destroyed. Only the length of one edge of > the triangle is what is lost by the Node18->Mallory3 reputation score. So > yes, it seems you are correct here. > > Regards, > ZmnSCPxj >
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