An IIFT block chain consensus algorithm
A blockchain and consensus technology, applied in the blockchain field, can solve problems such as low performance, PoW algorithm consumes large computing resources, and excessive network overhead, so as to achieve the effect of reducing network overhead and avoiding the risk of chain forks
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Embodiment 1
[0030] Such as Figure 1-2 As shown, an IIFT blockchain consensus algorithm is applied to the node pool, and its steps are:
[0031] (1) The node has passed the "Security Committee" to verify the hardware, location and owner, become a preparation node, and join the preparation node pool;
[0032] (2) Based on the equity currency owned by the preparation node and the online time of the preparation node, calculate the bookkeeping weight coefficient of each preparation node, and the bookkeeping weight coefficient of a single preparation node
[0033]
[0034] Among them, I is the number of equity coins of the node, ∑(i) is the total number of equity coins, T is the online time of the node, ∑(t) is the online time of all nodes, α is the proportion coefficient of equity coins, and β is the proportion coefficient of online time; prepare the node After multiplying by the bookkeeping weight coefficient, 21 bookkeeping nodes required for one bookkeeping cycle are randomly generated...
Embodiment 2
[0042] An IIFT blockchain consensus algorithm, the steps of which include multiplying the preparation node by the bookkeeping weight coefficient to randomly generate 21 bookkeeping nodes required for a bookkeeping cycle.
[0043] Randomly select one of the N preparation nodes with different weights, and make the overall selection result be distributed according to the weight. If there are 4 nodes A, B, C, and D, the weights are 1, 2, 3, and 4 respectively, and the ratio of A:B:C:D in the random result should be 1:2:3:4.
[0044] Suppose the weight A(1)-B(3)-C(6)-D(10) of each element is accumulated, then the weight jurisdictions of the four nodes are [0,1), [1,3), [ 3,6), [6,10). Then a random number between [0,10) is randomly generated. Which interval it falls in, the node after this interval is the accounting node of this round.
[0045] Using TreeMap, construct such as image 3 The treemap shown, and then use treemap.tailMap().firstKey() to find the target element. It ...
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