Mohamad, Muhammad Luqman Arif (2022) Qutrit in quantum computer. [Project Paper] (Submitted)
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Abstract
Quantum computer is another technological quantum computer that can solve a lot of problems such as in cybersecurity, medicine, simulation, and other. Unfortunately, quantum computers are still in development due to the quantum computational complexity. As a result, scientists and companies are working to develop a working quantum computer that is efficient and error-free. Most common way to operate quantum computer is by using the qubit quantum system, which is 2-level system quantum. To improve efficiency, physicists have tried to develop quantum systems using qutrit, which is theoretically a three-level quantum system. Therefore, qutrit has been the primary focus of this project. This work delves on how qutrit operates in a quantum computer. Qubit in a quantum computer can have multi-qubit states. Dirac symbols and matrices will be formed for each multi-qubit state. From here, we try to apply the concept of multi-qubit states to multi-qutrit states in order to learn about each multi-qutrit Dirac symbols and matrices form. Not only will Dirac and matrices form for qutrit changed, but the quantum gate of qubit will also be modified in order to operate in the qutrit quantum system. The 1-qutrit gate which are identity gate, Pauli - X and Pauli −Z will then be analysed to examine the output. Not only 1-qutrit gate but 2-qutrit quantum gates also will be analysis which is CNOT gate. The CNOT gate will be modified and analysed using 2-qutrit to see the output. In addition, this work provides the generation of Bell states using modified qutrit gates. The generated qutrit Bell states are then compared to the theoretical Bell states provided in the literature as verification. Final work is then to illustrates the Bell states of qutrit by using Mathematica as a graphical aid for the illustration of Bell states in involving qutrit
| Item Type: | Project Paper |
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| Faculty: | Fakulti Sains |
| Depositing User: | Ms. ROHANA ALIAS |
| Date Deposited: | 20 May 2024 23:49 |
| Last Modified: | 05 Aug 2024 08:53 |
| URI: | http://psaspb.upm.edu.my/id/eprint/1872 |
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