This is precisely what I mean by people do not grasp the entire concept of a mathematical law and how it relates to public key cryptography. There are man made laws which are invariably prescriptive, and natural laws (not in the legal sense) which are invariably descriptive, and fallible only to the extent that this is not the case.
There is no authority needed to enforce these natural laws just as there is no authority needed to enforce gravity, it is a force of nature, public key cryptography relies upon mathematics which is also a force of nature. If the math is incorrect the system is insecure, failing that no authority is required to uphold the mathematical dogma of public key cryptography lest faith in the system be compromised. You're working from a set of premises and assumptions that simply do not apply here.
These laws do not require enforcement by an authority;
I pretty well understand both laws of science (PhD in physics) and what PK cryptography is, but you still don't get my point. There is something outside the protocols implementation, that are secure and do the job they are are developed for.
There is no authority needed to enforce these natural laws just as there is no authority needed to enforce gravity, it is a force of nature, public key cryptography relies upon mathematics which is also a force of nature. If the math is incorrect the system is insecure, failing that no authority is required to uphold the mathematical dogma of public key cryptography lest faith in the system be compromised. You're working from a set of premises and assumptions that simply do not apply here.
These laws do not require enforcement by an authority;
http://en.wikipedia.org/wiki/Laws_of_science
Read this for a primer on public key cryptography;
http://en.wikipedia.org/wiki/Public_key_cryptography