Computing complexity Sample Clauses

Computing complexity. Compared with the Hash-Lock protocol and Hash chain protocol [1,2,3,4,5,6,7,8,9,10,11], the proposed AKA protocol simply uses secure one-way hash function without PRNG(Pseudo-Random Number Generator) on the tag. Only involving one hash function module, it efficiently controls the cost of the tag. The computing complexity in the proposed AKA protocol is at the same level of Hash-Lock protocol. Therefore, the proposed AKA protocol is also suitable for the low-cost RFID system.
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Computing complexity. Assumption 1 (Discrete logarithm problem). Suppose g1, g′ ∈ G1. Find an integer a that makes leaf node Uj (1 ™ j ™ N ) does not have a sibling node, the private key of its parent node can be calculated by TXh,⌊j/3⌋ = H1(e(g1, g1)SKj ), and the corresponding public key of its parent node is TYh,⌊j/3⌋ = TXh,⌊j/3⌋g1. When a leaf node Uj (1 ™ j ™ N ) lacks one sibling node, the pri- vate key of its parent node can be calculated by ′ 1 TXh,⌊j/3⌋ = H1(e(PKi+1, g1)SKi ) = H1(e(PKi, g1 = ag1 difficult to calculate.

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