VPython으로 구현한 블로흐 구의 온라인 3차원 시뮬레이터 = Online 3D Simulator for Visualization of the Bloch Sphere Using VPython

다국어 초록 (Multilingual Abstract)

The smallest unit of information in a quantum computer is the quantum bit. The quantum state of a quantum bit can be mapped one to one to the surface of the Bloch sphere. Looking at the Bloch sphere allows observation of the relative positions of quantum states at a glance, which can be of great help in understanding quantum states. In this work, an online 3D simulator is developed that visualizes the Bloch sphere based on VPython. Existing simulators on the web employ methods to visualize the Bloch sphere by manipulating only quantum gates, and some simulators have the problem of having to be downloaded and installed. Our simulator has the feature of allowing immediate observation of the Bloch sphere online by entering any quantum state encountered while investigating quantum computers.

참고문헌 (Reference)

1 A. Zable, 1-, 2020

2 Y.-P. Liao, 718-, 2022

3 "https://www.st-andrews.ac.uk/physics/quvis/simul ations html5/sims/blochsphere/blochsphere.html"

4 "https://www.glowscript.org/#/user/jwsslee/folder/Bloch/program/BlochSphereGates"

5 "https://www.glowscript.org/#/user/jwsslee/folder/Bloch/program/BlochSphere"

6 "https://renniedatascience.com/Bloch"

7 "https://pypi.org/project/bloch-sphere/"

8 "https://javafxpert.github.io/grok-bloch/"

9 "https://github.com/taqd/Bloch-Sphere-Visualization"

10 "https://eecs.ceas.uc.edu/ cahaymm/blochsphere/in dex.html"

11 "https://demonstrations.wolfram.com/QubitsOnThe PoincareBlochSphere/"

12 "https://bloch.kherb.io/"

13 "https://bits-and-electrons.github.io/bloch-sphere-simulator/"

14 "https://attilakun.net/bloch/"

15 "VPython homepage"

16 M. A. Nielsen, "Quantum Compu-tation and Quantum Information" Cambridge University Press 2016

17 "Python homepage"

18 R. LaPierre, "Introduction to Quantum Computing" Springer 2021

19 T. G. Wong, "Introduction to Classical and Quantum Computing" Rooted Grove 2022

20 "Glowscript homepage"

21 V. Kasirajan, "Fundamentals of Quantum Computing" Springer 2021

22 L. S. Woody III, "Essential Mathematics for Quan-tum Computing" Packt 2022

23 R. S. Sutor, "Dancing with Qubits" Packt 2019