the square root of not - bit
... about these results. Passing a signal through one QCF gate randomizes it, yet putting two QCF gates in a row yields a deterministic result. It is as if we had invented a machine that first scrambles eggs and then unscrambles them. There is no analogue of this machine in the more familiar world of cl ...
... about these results. Passing a signal through one QCF gate randomizes it, yet putting two QCF gates in a row yields a deterministic result. It is as if we had invented a machine that first scrambles eggs and then unscrambles them. There is no analogue of this machine in the more familiar world of cl ...
Properties of the Von Neumann entropy
... message in the typical subspace of its Hilbert space, and throw away the orthogonal component. Consider a quantum message ρn = ρ⊗ρ⊗· · ·⊗ρ, P where ρ = x px|ϕxihϕx|. In the orthonormal basis that diagonalizes ρ, the message can be seen as a classical source in which each letter is chosen from ρ’s ei ...
... message in the typical subspace of its Hilbert space, and throw away the orthogonal component. Consider a quantum message ρn = ρ⊗ρ⊗· · ·⊗ρ, P where ρ = x px|ϕxihϕx|. In the orthonormal basis that diagonalizes ρ, the message can be seen as a classical source in which each letter is chosen from ρ’s ei ...
On the Formal Verification of Optical Quantum Gates in HOL
... been conducted in higher-order logic (HOL) theorem proving [12] [14]. The main reason behind the choice of HOL is because of the high expressiveness it offers. Definitely, this comes at the expense of the full automation that HOL provers do not offer. However, HOL theorem proving still provides a good ...
... been conducted in higher-order logic (HOL) theorem proving [12] [14]. The main reason behind the choice of HOL is because of the high expressiveness it offers. Definitely, this comes at the expense of the full automation that HOL provers do not offer. However, HOL theorem proving still provides a good ...
Reachable set of open quantum dynamics for a single
... Hamiltonian H (t ) can produce any unitary transformation U ∈ SU (N ) on the system, i.e., any unitary transformation can be produced on the system in negligible time compared to that of the dissipation. This assumption is widely met in various physical systems, for example, in nuclear magnetic reso ...
... Hamiltonian H (t ) can produce any unitary transformation U ∈ SU (N ) on the system, i.e., any unitary transformation can be produced on the system in negligible time compared to that of the dissipation. This assumption is widely met in various physical systems, for example, in nuclear magnetic reso ...
