Definition: Given 1) p is an odd prime number 2) o is a generator of Zip 3)BE2p=(1,.,p-1) Find the integer x E (1,..., p-2} such that ox= B mod p or Logaß This is not as easy as it seems. The aforementioned slide states that it is not easy to calculate the last expression.
Definition: Given 1) p is an odd prime number 2) o is a generator of Zip 3)BE2p=(1,.,p-1) Find the integer x E (1,..., p-2} such that ox= B mod p or Logaß This is not as easy as it seems. The aforementioned slide states that it is not easy to calculate the last expression.
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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Definition: Given 1) p is an odd prime number 2) o is a generator of Zip 3)BE2p=(1,.,p-1) Find the integer x E (1,..., p-2} such that ox= B mod p or Logaß This is not as easy as it seems. The aforementioned slide states that it is not easy to calculate the last expression. In your own words, explain what the expression represents and then also explain why it is not easy to compute
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