
In the 1970s, Stephen Wiesner proposed the idea of quantum money that cannot be counterfeited. Quantum cryptography gained widespread recognition in 1984 after Charles Bennett and Gilles Brassard published the BB84 protocol.
An analogy with two alphabets: one uses dots and dashes (vertical/horizontal polarization), the other uses zigzags (diagonal directions). Alice writes a bit with a random alphabet, and Bob reads it, also choosing an alphabet at random. If the alphabets match, the result is correct; if not, a random value is obtained. Then they exchange information about the chosen alphabets for each sent symbol, keeping bits only for cases of matching. Eve, not knowing the alphabet, disturbs the transmitted states, and her interference manifests as additional errors during verification.
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