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Digital signatures rely on symmetric key cryptography. Before discussing digital signatures, it's important to understand how symmetric key cryptography works. With asymmetric key cryptography, there are mathematically related keys. For example, if a message is encrypted with one key, only the other key can decrypt it. In the case of Albert and Sheila, Sheila needs an asymmetric pair of keys to receive a secret message from Albert. A computer program can generate these keys for her. Sheila sends Albert one key and keeps the other key for herself. Instead of sending Albert a key, she could put the key in a public place for him to retrieve. Albert uses the public key to encrypt his message and sends it to Sheila. Only Sheila can decrypt the ciphertext because she has the matching private key.
