Asymmetric Key Cryptography: The RSA Algorithm by Hand
This video demonstrates the underlying principles of the RSA cryptosystem. It shows how the public and private asymmetric keys can be calculated from a pair...
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About this video
This video demonstrates the underlying principles of the RSA cryptosystem. It shows how the public and private asymmetric keys can be calculated from a pair of prime numbers. It also shows how to encrypt a message using the public key, and decrypt it using the private key. For ease, the calculations are performed with a spreadsheet, because the numbers involved in the process can be very large. The video points out that once a pair of asymmetric keys has been generated, the selection of which key should be made public and which key should be private, is arbitrary because RSA is a trap-door process.
Video Information
Views
13.9K
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Likes
247
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Duration
10:08
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Published
Mar 17, 2019
Release date
Quality
hd
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This video is tagged with the following topics. Click any tag to explore more related content and discover similar videos:
#RSA #Prime #RSA algorithm #Coprime #Trapdoor function #Euler’s totient #Totient #RSA modulus #Phi #Modulo #Modular inverse #Plain text #Cipher text #Encryption #Decryption #Asymmetric key #Cryptosystem #Cryptography #Public key #Private key #Cyber Security #Cyber #Computer Science #A Level
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