The Chinese Remainder Theorem is believed to have been discovered by the Chinese mathematician Agrawal in 100 A.D.
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Q2: One of the useful features of the
Q4: If p is prime and a is
Q5: With ordinary positive real numbers the logarithm
Q6: Discrete logarithms are not fundamental to public-key
Q9: All integers have primitive roots.
Q10: The number 37 is prime so therefore
Q11: A prime number can have a remainder
Q12: The logarithm of a number is defined
Q13: Prime numbers play a _ role in
Q14: The primitive roots for the prime number
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