Y1 = IV
X1 -> X1ÄEk(Y1)
Z1 = 1
1 + (X1ÄEk(Y1)) |
--------> |
Y1 = IV
X1ÄEk(Y1)ÄEk(Y1) = X1
Z1 = 1
1 + X1 |
Y2 = Y1|1...n-r+Z1
X2 -> X2ÄEk(Y2)
Z2 = 1
1 + (X2ÄEk(Y2)) |
--------> |
Y2 = Y1|1...n-r+Z1
X2ÄEk(Y2)ÄEk(Y2) = X2
Z2 = 1
1 + X2 |
... |
--------> |
... |
Yi = Yi-1|1...n-r+Zi-1
Xi -> XiÄEk(Yi)
Zi = 1
1 + (XiÄEk(Yi)) |
--------> |
Yi = Yi-1|1...n-r+Zi-1
XiÄEk(Yi)ÄEk(Yi) = Xi
Zi = 1
1 + Xi |