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Apr 6. RSA

RSA We have the following setup for the RSA algorithm: Pick two distinct primes $latex p, q$. Compute $latex n = pq$. A message $latex m$ is a number such that $latex 1 \le m \le n-1$. Let $latex k$ be a number relatively prime to $latex (p-1)(q-1)$. Note that $latex \exists l$ such that…



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Apr 6. RSA

https://cs3511.wordpress.com/course-topics/apr-6-rsa

RSA We have the following setup for the RSA algorithm: Pick two distinct primes $latex p, q$. Compute $latex n = pq$. A message $latex m$ is a number such that $latex 1 \le m \le n-1$. Let $latex k$ be a number relatively prime to $latex (p-1)(q-1)$. Note that $latex \exists l$ such that…



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https://cs3511.wordpress.com/course-topics/apr-6-rsa

Apr 6. RSA

RSA We have the following setup for the RSA algorithm: Pick two distinct primes $latex p, q$. Compute $latex n = pq$. A message $latex m$ is a number such that $latex 1 \le m \le n-1$. Let $latex k$ be a number relatively prime to $latex (p-1)(q-1)$. Note that $latex \exists l$ such that…

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      RSA We have the following setup for the RSA algorithm: Pick two distinct primes $latex p, q$. Compute $latex n = pq$. A message $latex m$ is a number such that $latex 1 \le m \le n-1$. Let $latex k…
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