From: Efficient scalar multiplication of ECC using SMBR and fast septuple formula for IoT
Operation | Propose | Cost | Operation | Propose | Cost |
---|---|---|---|---|---|
\(P + Q\) | Â | \(1[i] + 1[s] + 2[m]\) | \({4}P + Q\) | [17] | \({2}[i] + {6}[s] + {10}[m]\) |
\(2P\) | Â | \(1[i] + 1[s] + 2[m]\) | \({4}P + Q\) | [10] | \(3[i] + {3}[s] + {5}[m]\) |
\(2P + Q\) | [17] | \(1[i] + {2}[s] + {9}[m]\) | \(5P\) | [11] | \(1[i] + {5}[s] + {13}[m]\) |
\(3P\) | [17] | \(1[i] + {4}[s] + {7}[m]\) | \(7P\) | [20] | \({3}[i] + {7}[s] + {18}[m]\) |
\({3}P + Q\) | [17] | \({2}[i] + {3}[s] + {9}[m]\) | \(7P\) | [21] | \({2}[i] + {7}[s] + {14}[m]\) |
\({4}P\) | [17] | \(1[i] + {5}[s] + {8}[m]\) | \(7P\) | [21] | \({1}[i] + {6}[s] + {20}[m]\) |
\({4}P\) | [10] | \(2[i] + {3}[s] + {3}[m]\) | \(7P\) | This paper | \(1[i] + {7}[s] + {16}[m]\) |