Chapter 15. - Portland State University
... The blocks for the complete Optimization Oracle for Graph Coloring and how they are connected together are illustrated (for the first variant mentioned below) in Fig. 15.3.1. This oracle is quantum as it is comprised solely of quantum gates. The quantum circuit of the oracle is a permutative circuit ...
... The blocks for the complete Optimization Oracle for Graph Coloring and how they are connected together are illustrated (for the first variant mentioned below) in Fig. 15.3.1. This oracle is quantum as it is comprised solely of quantum gates. The quantum circuit of the oracle is a permutative circuit ...
Rewriting measurement-based quantum computations with
... deterministic—i.e. that it is free of programming errors. By working directly with the pattern we can also relax the uniformity restriction and derive correctness proofs in cases where the choice of measurement is significant. The problem of producing a circuit equivalent to a given measurement-base ...
... deterministic—i.e. that it is free of programming errors. By working directly with the pattern we can also relax the uniformity restriction and derive correctness proofs in cases where the choice of measurement is significant. The problem of producing a circuit equivalent to a given measurement-base ...
A minus sign that used to annoy me but now I know why it is there
... This expository article begins by briefly explaining two constructions of the Jones polynomial (neither of which is Jones’ original construction [Jon]). The first is the skein-theoretic construction using the Kauffman bracket [Kau]. The second is as a Uq (sl2 ) quantum group link invariant. We then ...
... This expository article begins by briefly explaining two constructions of the Jones polynomial (neither of which is Jones’ original construction [Jon]). The first is the skein-theoretic construction using the Kauffman bracket [Kau]. The second is as a Uq (sl2 ) quantum group link invariant. We then ...
Quantum networks with trapped ions
... Two well-studied approaches for atomic qubits are atomic ensembles and single atoms. Following the socalled Duan-Lukin-Cirac-Zoller 共DLCZ兲 scheme 共Duan et al., 2001兲, atomic ensembles are widely considered as quantum nodes for quantum communication and quantum repeater networks. Here quantum informa ...
... Two well-studied approaches for atomic qubits are atomic ensembles and single atoms. Following the socalled Duan-Lukin-Cirac-Zoller 共DLCZ兲 scheme 共Duan et al., 2001兲, atomic ensembles are widely considered as quantum nodes for quantum communication and quantum repeater networks. Here quantum informa ...
