Using Matrices for Cryptography | Linear Algebra
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We go over how to encode and decode a cryptogram using matrix multiplication and the inverse of a matrix. By taking a secret message, turning it into row matrices, then doing some matrix multiplication, we can easily encode a message into a cryptogram only readable by somebody who knows the encoding matrix. Then, by using the inverse of the encoding matrix to decipher the cryptogram, the original message can be read. #linearalgebra #cryptography
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0:00 Intro
0:35 Assigning Letters to Numbers
0:46 Encoding a Cryptogram
4:21 Decipher a Cryptogram
6:33 Cutie Patootie
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Published
Jul 17, 2024
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#wrath of math #cryptography #matrices cryptography #applied linear algebra #linear algebra cryptography #cryptography with matrices #decipher #encoding matrix
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