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The percentage of selections γ 1 where the best node is selected.
The best node is selected in about γ1 = 35%to40%0% of all cases when using δ = 20.
Last but not the least, the best node is selected for slow-start access in about γ1 = 26% (δ = 20) or 13% (δ = 10) of all cases.
For uniform access, one can also apply more extreme values for δ, without decreasing the reliability too much: When applying, e.g., δ = 50, the best node is selected in γ1 = 53% of all cases, while the best or the second-best node is selected in γ2 = 78% of all cases.
The main difference from the article at hand is that those protocols start with a well-defined interval and split this interval at each stage into a lower and upper interval until the best node is selected.
In case of a tie, the nodes are ranked based on the total number of elements covered by their neighbors, and the best node is selected.
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The percentage of selections γ 2 where the best or second-best node is selected. .
The percentage of selections γ 2 where the best or second-best node is selected.
The best or second-best node is selected in about γ2 = 62% for δ = 20 or 50% for δ = 10, respectively.
The best or second-best node is selected at a rate of γ2 = 42% or 22% applying slow-start access; it is 45% or 23% for uniform access.
Two best nodes are selected at each node as next hop decision, and load is divided among the paths.
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