Bachelor-Thesis

所属分类:量子计算
开发工具:Mathematica
文件大小:28064KB
下载次数:0
上传日期:2021-02-16 15:43:59
上 传 者sh-1993
说明:  这个知识库包含我关于量子计算编程语言的学士学位论文
(This repository contains my bachelor Thesis on quantum computing programming languages)

文件列表:
Analysis (0, 2021-02-16)
Analysis\GHZ state - jupyter (0, 2021-02-16)
Analysis\GHZ state - jupyter\IBM_3Qubit.ipynb (27399, 2021-02-16)
Analysis\GHZ state - jupyter\IBM_4Qubit.ipynb (16566, 2021-02-16)
Analysis\GHZ state - jupyter\IBM_5Qubit.ipynb (17413, 2021-02-16)
Analysis\GHZ state - jupyter\IBM_6Qubit.ipynb (26358, 2021-02-16)
Analysis\GHZ state - jupyter\IBM_6Qubit_ibmq_16_melbourne.ipynb (66442, 2021-02-16)
Analysis\GHZ state - jupyter\IBM_8Qubit.ipynb (75331, 2021-02-16)
Analysis\GHZ state - jupyter\IBM_N_Qubit_OnRealDevice.ipynb (12691, 2021-02-16)
Analysis\GHZ state - jupyter\IBM_N_Qubit_Simulation.ipynb (10645, 2021-02-16)
Analysis\GHZ state - jupyter\IBM_NoiseModel_of_ibmq16melbourne.ipynb (8565, 2021-02-16)
Analysis\GHZ state - jupyter\Ibmq notebook (0, 2021-02-16)
Analysis\GHZ state - jupyter\Ibmq notebook\Backend_properties.ipynb (27084, 2021-02-16)
Analysis\GHZ state - jupyter\Ibmq notebook\NoiseModel.ipynb (7444, 2021-02-16)
Analysis\GHZ state - jupyter\Ibmq notebook\ParameterizedCircuit_example.ipynb (1582, 2021-02-16)
Analysis\GHZ state - jupyter\Ibmq notebook\QFT_esempio.ipynb (4837, 2021-02-16)
Analysis\GHZ state - jupyter\Ibmq notebook\QFT_qasm_simulator.eps (23535, 2021-02-16)
Analysis\GHZ state - jupyter\NoiseModel.ipynb (14250, 2021-02-16)
Analysis\GHZ state - jupyter\QFT_ibmq_16_melbourne.eps (25292, 2021-02-16)
Analysis\GHZ state - jupyter\QuantumFourierTransform.ipynb (353399, 2021-02-16)
Analysis\GHZ state - jupyter\Results_NoiseModel_Cirq (0, 2021-02-16)
Analysis\GHZ state - jupyter\Results_NoiseModel_Cirq\CIRQ_5QubitGHZ.ipynb (6908, 2021-02-16)
Analysis\GHZ state - jupyter\Results_NoiseModel_Cirq\Cirq_5Qubit_NoiseModel.ipynb (35920, 2021-02-16)
Analysis\GHZ state - jupyter\Results_NoiseModel_Cirq\Cirq_5Qubit_amplitudedamping.ipynb (73198, 2021-02-16)
Analysis\GHZ state - jupyter\Results_NoiseModel_Cirq\Cirq_Foxtail_device.ipynb (11373, 2021-02-16)
Analysis\GHZ state - jupyter\Results_NoiseModel_Cirq\Cirq_Schedules and device.ipynb (6870, 2021-02-16)
Analysis\GHZ state - jupyter\Results_NoiseModel_Cirq\Cirq_amplitude.py (8012, 2021-02-16)
Analysis\GHZ state - jupyter\Results_NoiseModel_Cirq\Cirq_concurrence.py (3479, 2021-02-16)
Analysis\GHZ state - jupyter\Results_NoiseModel_Cirq\Cirq_decoerenza_amplitude.py (5554, 2021-02-16)
Analysis\GHZ state - jupyter\Results_NoiseModel_Cirq\Cirq_decoerenza_depolarizing.py (5399, 2021-02-16)
Analysis\GHZ state - jupyter\Results_NoiseModel_Cirq\Cirq_depolarizing.py (5960, 2021-02-16)
Analysis\GHZ state - jupyter\Results_NoiseModel_Cirq\Cirq_depolarizing_nuovo.py (7772, 2021-02-16)
Analysis\GHZ state - jupyter\Results_NoiseModel_Cirq\Cirq_random.py (4053, 2021-02-16)
Analysis\GHZ state - jupyter\Results_NoiseModel_Cirq\GHZ_Cirq_amplitudeDamping.nb (186216, 2021-02-16)
Analysis\GHZ state - jupyter\Results_NoiseModel_Cirq\GHZ_Cirq_decoerence.nb (108413, 2021-02-16)
Analysis\GHZ state - jupyter\Results_NoiseModel_Cirq\GHZ_Cirq_depolarizing.nb (188953, 2021-02-16)
Analysis\GHZ state - jupyter\Results_NoiseModel_Cirq\GHZ_NoiseModel_cirq.nb (1545768, 2021-02-16)
Analysis\GHZ state - jupyter\Results_NoiseModel_Cirq\concurrence.nb (193731, 2021-02-16)
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# Quantum computing programming languages This repository contains my bachelor Thesis (a.y. 2018/2019) on quantum computing programming languages. ## Abstract In this Thesis we analyze the quantum software developed by IBM and Google, respectively Qiskit and Cirq. It is reviewed how to program a simple quantum algorithm on both software and they are compared. In order to test their performance, we implement a circuit to verify particular N-qubit entangled states, called GHZ states, in both software. In fact, one of the main goal of quantum computation, and of quantum science in general, is the creation of a highly entangled state of many particles, because entangled states are the cornerstone of quantum speedups. We quantify the goodness of the state created through fidelity measurements. These provide a fundamental criterion for the comparison of two quantum states. We test the quantum circuit on the cloud service made available by IBM. In Cirq, no cloud service is yet available, therefore we test that circuit adding quantum noise channels, in order to reproduce and study noise effects in a model of real hardware.

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