Find the order of an element of ππ for π prime
Prove that the order of an element of ππ for π prime is a divisor of πβ1
Define the term primitive element of ππ for π prime
Appreciate that all elements of ππ for π prime can be expressed as powers of a primitive element
Determine whether an element of ππ with π prime is primitive
Appreciate that the Discrete Logarithm Problem in ππ for π prime is believed to be computationally difficult for suitably chosen π