Let h be the Tiger hash and let F be the Tiger outer round.

a) For M = (B1,B2,B2), where each Bi is 512 bits, give the analog the equation of equation

h(M) = F(F(A,B1),B2)=F(h(B1),B2),

b)Now suppose M = (B1, B2, , Bn) where each Bi is 512 bits.

Show that h(M) = F(h(B1, B2, , Bn-1), Bn)

Let h be the Tiger hash and let F be the Tiger outer round. a) For M = (B1,B2,B2), where each Bi is 512 bits, give the analog the equation of equation h(M) = F(F(A,B1),B2)=F(h(B1),B2), b)Now suppose M = (B1, B2, ..., Bn) where each Bi is 512 bits. Show that h(M) = F(h(B1, B2, ..., Bn-1), Bn) Let h be the Tiger hash and let F be the Tiger outer round. a) For M = (B1,B2,B2), where each Bi is 512 bits, give the analog the equation of equation h(M) = F(F(A,B1),B2)=F(h(B1),B2), b)Now suppose M = (B1, B2, ..., Bn) where each Bi is 512 bits. Show that h(M) = F(h(B1, B2, ..., Bn-1), Bn)