On Efficient Universal Quantum Circuits (システム数理と応用)
スポンサーリンク
概要
- 論文の詳細を見る
The universal circuit has been studied in the literatures as a programmable quantum circuit. This paper shows an optimal universal quantum circuit for a family of quantum circuits with bounded size.
- 一般社団法人電子情報通信学会の論文
- 2011-11-10
著者
-
Ueno Shuichi
Dept. Of Communications And Integrated Systems Tokyo Institute Of Technology
-
Ueno Shuichi
東工大
-
Yamada Tomoki
Department Of Applied Chemistry Faculty Of Science And Engineering Kinki University
-
Tayu Satoshi
Dept. Of Communications And Integrated Systems Tokyo Institute Of Technology
-
Tayu Satoshi
Department Of Communication And Integrated Systems Tokyo Institute Of Technology
-
Ueno Shuichi
Department Of Biological Science Faculty Of Science Yamaguchi University
関連論文
- Inhibition of Helicobacter pylori Motility by (+)-Syringaresinol from Unripe Japanese Apricot(Medicinal Chemistry)
- A Note on Two Problems of Nano-PLA Design
- A Note on Two Problems of Nano-PLA Design
- A Note on Two Problems of Nano-PLA Design
- A-1-28 A Note on a Problem of Nano-PLA Design
- On the Complexity of Fault Testing for Reversible Circuits
- A-1-26 On the Complexity of Fault Testing for Reversible Circuits
- A-1-8 Bandwidth of Convex Bipartite Graphs
- A-1-8 Characterizations of Two-Directional Orthogonal Ray Graphs
- Orthogonal ray graphs and nano-PLA design (コンカレント工学)
- Orthogonal ray graphs and nano-PLA design (回路とシステム)
- On orthogonal ray graphs (アルゴリズム)
- On Orthogonal Ray Graphs with Applications to NanoPLA Design : Extended Abstract
- On Orthogonal Ray Graphs with Applications to NanoPLA Design : Extended Abstract
- On Orthogonal Ray Graphs with Applications to NanoPLA Design : Extended Abstract
- On the permutation routing in all-optical caterpillar networks (回路とシステム)
- On the permutation routing in all-optical caterpillar networks (コンカレント工学)
- On the Complexity of Three-Dimensional Orthogonal Face Routing
- On the complexity of three-dimensional orthogonal face routing (回路とシステム)
- A Note on the Complexity of Scheduling for Precedence Constrained Messages in Distributed Systems(Algorithms and Data Structures)
- On the Three-Dimensional Orthogonal Drawing of Series-Parallel Graphs
- A-1-27 On the Three-Dimensional Layout of Butterfly Networks
- On the Orthogonal Drawing of Outerplanar Graphs(Graphs and Networks)
- A-1-31 A Note on Sparse Networks Tolerating Random Faults for Cycles(A-1. 回路とシステム, 基礎・境界)
- On the Orthogonal Drawing of Series-Parallel Graphs
- On the Three-Dimensional Channel Routing
- Genetic polymorphisms of serotonin and dopamine transporters in mental disorders
- Minimal Forbidden Minors for the Family of Graphs with Proper-Path-Width at Most Two
- Universal Graphs for Graphs with Bounded Path-Width
- On the Proper-Path-Decomposition of Trees
- A Linear Time Algorithm for Constructing Proper-Path-Decomposition of Width Two
- A-1-25 On Efficient Universal Quantum Circuits
- Universal test sets for reversible circuits (コンカレント工学)
- Universal test sets for reversible circuits (回路とシステム)
- A-1-14 Fault Testing for Linear Reversible Circuits
- On Fault Testing for Reversible Circuits
- On the fault testing for reversible circuits (アルゴリズム)
- A Note on the Implementation of de Bruijn Networks by the Optical Transpose Interconnection System(Graphs and Networks)
- AS-1-2 Lower Bounds for the Height of Three-Dimensional Channel Routing
- On Two Problems of Nano-PLA Design
- On the energy-aware mapping for NoCs (回路とシステム)
- A-1-21 A Note on the Three-Dimensional Single-Active-Layer Routing
- A-1-7 Universal Test Sets for Reversible Circuits
- A-1-30 On the Three-Dimensional Single-Active-Layer Routing with Dual Channels
- A-1-13 Universal Reversible Circuits
- A-1-7 On the Complexity of Three-Dimensional Orthogonal Face Routing
- On the three-dimensional orthogonal drawing of outerplanar graphs (extended abstract) (アルゴリズム)
- On the Three-Dimensional Orthogonal Drawing of Outerplanar Graphs : Extended Abstract
- On the Three-Dimensional Orthogonal Drawing of Outerplanar Graphs : Extended Abstract
- On the Three-Dimensional Orthogonal Drawing of Outerplanar Graphs : Extended Abstract
- On the three-dimensional single-active-layer routing (回路とシステム)
- An Efficient Quantum Addition Circuit : Extended Abstract
- An Efficient Quantum Addition Circuit : Extended Abstract
- An Efficient Quantum Addition Circuit : Extended Abstract
- On the three-dimensional single-active-layer routing (コンカレント工学)
- A-1-32 A Note on Fault Testing for Reversible Circuits
- Efficient Embeddings of Binary Trees with Bounded Proper Pathwidth into Paths and Grids
- The Complexity of Three-Dimensional Channel Routing
- AS-1-3 Three-Dimensional Channel Routing is in NP
- A-1-30 A Note on the Three-Dimensional Channel Routing(A-1. 回路とシステム, 基礎・境界)
- The Complexity of Three-Dimensional Channel Routing
- A-1-20 On the Quantum Query Complexity of All-Pairs Shortest Paths
- The Complexity of Three-Dimensional Channel Routing
- AS-1-4 On the Three-Dimensional Layout of Hypercubes
- AS-1-1 The Complexity of Fault Testing for Reversible Circuits
- A-1-14 A Note on the Maximum Balanced Biclique Problem
- A-1-13 A Note on the Subtree Isomorphism Problem
- On Efficient Universal Quantum Circuits (回路とシステム)
- On Efficient Universal Quantum Circuits (システム数理と応用)
- On the Complexity of Energy-Aware Mapping for NoCs (信号処理)
- On the Complexity of Energy-Aware Mapping for NoCs (回路とシステム)
- On the Complexity of Energy-Aware Mapping for NoCs (通信方式)
- On Minimum Feedback Vertex Sets in Graphs (システム数理と応用)
- On Minimum Feedback Vertex Sets in Graphs (信号処理)
- On Minimum Feedback Vertex Sets in Graphs (VLSI設計技術)
- On Minimum Feedback Vertex Sets in Graphs (回路とシステム)
- A-1-35 Minimum Feedback Vertex Sets in Permutation Bigraphs
- A-1-34 On the Complexity of Energy-Aware Mapping for NoCs
- On Efficient Universal Quantum Circuits (回路とシステム)
- On Efficient Universal Quantum Circuits (システム数理と応用)
- On Efficient Universal Quantum Circuits
- On Efficient Universal Quantum Circuits
- On the Complexity of Energy-Aware Mapping for NoCs
- On the Complexity of Energy-Aware Mapping for NoCs
- On the Complexity of Energy-Aware Mapping for NoCs (信号処理)
- A-1-8 A Note on Two-Directional Orthogonal Ray Graphs
- A-1-7 A Note on the Cutwidth of Trees
- A-1-6 A Note on the Energy-Aware Mapping for NoCs
- On the Complexity of Fault Testing for Reversible Circuits
- A-1-9 The Complexity of the Densest κ-Subgraph Problem for Chordal Bipartite Graphs
- A-1-10 Characterizations of Orthogonal Ray Trees
- On Minimum Feedback Vertex Sets in Graphs
- On Minimum Feedback Vertex Sets in Graphs
- On Minimum Feedback Vertex Sets in Graphs
- A Note on the Energy-Aware Mapping for NoCs
- A Note on the Energy-Aware Mapping for NoCs
- On Minimum Feedback Vertex Sets in Bipartite Graphs and Degree-Constraint Graphs
- On Minimum Feedback Vertex Sets in Graphs (信号処理)
- On Unit Grid Intersection Graphs
- On Unit Grid Intersection Graphs