Given that i have: $$10^{a} \equiv 10^{b} \pmod p$$ and we know that: $$a > b$$
Can we say that b is a multiple of a or this is not valid?
thanks,
Given that i have: $$10^{a} \equiv 10^{b} \pmod p$$ and we know that: $$a > b$$
Can we say that b is a multiple of a or this is not valid?
thanks,