Distributed the exponents and rewrite everything that is
possible in terms of g. Then rearrange to solve.
= Diffie-Hellman key-exchange Alice owns a (secretly) and publishes A = ga, Bob owns b and publishes B = gb. Alice then picks c at random and sends C= gº to Bob. Bob then computes d at random and sends D = gd to Alice. Bob now computes (C * A©)d+bD. Show that Alice is able to compute the same value.
= Diffie-Hellman key-exchange Alice owns a (secretly) and publishes A = ga, Bob owns b and publishes B = gb. Alice then
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= Diffie-Hellman key-exchange Alice owns a (secretly) and publishes A = ga, Bob owns b and publishes B = gb. Alice then
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