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Q:

How to establish a non-repudiation-by-OATH-card-signature circuit securely?

David LaMacchia and Eric Rescorla make use of a rather involved scheme of three authorizations to give assurance of authentication and non-repudiation.

Eve Alice Bob has already established a cryptographic key using some secure, irreversible, efficient (i.e. without attacker knowledge) key exchange algorithm.
Alice sends the shared key to Bob
Alice selects an arm of an XOR gate, applies a one-way function $f$ and computes $k = f(h(a\|b\|c))$, using $h()$ as described below.
Bob selects an arm of the same XOR gate, applies $f$ and computes $h(a\|b\|c) = f(k)$.

The authentication verification algorithm is:

Eve can establish the authenticity of a message (independently from the legitimacy of the signer), if the message has no errors in the $f$ operation (this is an argument).
Bob can establish the legitimacy of a message (independently from the authenticity of the signer), if the message has no errors in the $f$ operation (this is another argument).
Bob can prove that he has signed a message (which is the analogue of Eve’s problem), if the message has no errors in the $f$ operation (this is yet another argument).
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