Shor's Algorithm With Example And Implementation Using Classiq SDK
Shor's algorithm is useful for finding factors of a semiprime number N in polynomial time complexity. N is called semi-prime because it is the result of multiplication of two different prime numbers p and q.
If these prime numbers p and q are big enough, it is nearly impossible to factor N using classical algorithms because of exponential time complexity.
Encryption algorithms like RSA utilize the same principle for cryptography purposes to encrypt data.
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