https://en.wikipedia.org/wiki/Quantum_circuit
Quantum logic circuits:
>allow for modeling both classical and quantum systems
>can do so without having to rely on arithmetic, all while allowing self-reference, hence avoiding Gödel's incompleteness
>entropy in such circuits always increases, as does the entropy of the universe: hence they literally share a property with the universe
>can describe randomness, unlike mathematics or statistics which simply assume it as an axiom
>used for modeling the behavior of quantum computers: the highest achievement in modeling real systems humanity has ever known
>quantum logic circuits literally have a higher expressive power than mathematics
The universe is quantum-informational. Digital physics is wrong, but quantum-computational physics is right.
Quantum logic circuits:
>allow for modeling both classical and quantum systems
>can do so without having to rely on arithmetic, all while allowing self-reference, hence avoiding Gödel's incompleteness
>entropy in such circuits always increases, as does the entropy of the universe: hence they literally share a property with the universe
>can describe randomness, unlike mathematics or statistics which simply assume it as an axiom
>used for modeling the behavior of quantum computers: the highest achievement in modeling real systems humanity has ever known
>quantum logic circuits literally have a higher expressive power than mathematics
The universe is quantum-informational. Digital physics is wrong, but quantum-computational physics is right.
