2018-08-142024-05-13https://scholars.lib.ntu.edu.tw/handle/123456789/651291摘要：本”開放量子系統中的量子動力行為與量子調控”計畫中我們將從事研究主題包括： 1. 對不同量子計算系統的最佳化控制 2. 非馬可夫開放系統中的Ｚeno 物理及其動力行為 3. 變分極化子轉換的主方程式方法(Master equation approach) 4. 在奈米結構裝置下的非馬可夫電子傳輸性質：等待時間分佈和計數統計 5. 非馬可夫開放系統中的two-time 關連函數與噪聲功率譜 以上都是關於量子資訊處理的量子匣門及透過奈米結構裝置從事電子傳輸的相關重要 議題。我們將使用的主要理論技術是量子最佳化控制理論和非馬可夫量子態擴散 （NMQSD）或diffuusive 隨機薛丁格方程的方法。此外，在非馬可夫環境下最佳控制 理論、等待時間分佈、計數統計、two-time 關連函數和噪聲譜的研究發展，將在許多 不同學科及工程領域都能有所應用。 <br> Abstract: Abstract: The topics that will be investigated in this project of “Quantum dynamics and quantum control in open quantum systems” include: 1. Quantum optimal control for various quantum computing systems 2. Zeno Physics and its dynamics in non-Markovian open quantum systems 3. Variational polaron transformed master equation approach 4. Non-Markovian electron transport properties in nanostructure transport devices: waiting time distribution and counting statistics 5. Two-time correlation functions and noise power spectra in non-Markovian open systems These are all pertinent and relevant issues and topics for practical implementation of elementary quantum gates for quantum information processing and for realistic control of electron transport properties through nanostructure devices. The main theoretical techniques we will use are quantum optimal control theory and non-Markovian quantum state diffusion (NMQSD) or diffuusive stochastic Schrodinger equation approach. The development of optimal control theory, waiting time distribution, counting statistics two-time correlation functions and noise spectra in the non-Markovian domain will have applications in many different branches of science and engineering,量子計算量子資訊消(退)相干量子控制量子傳輸非馬可夫的開放量子系統Quantum computingquuantum information,Quantum control,Quantum transpoortNon-Markovian open quantum systems人力結構改善/物理系/開放量子系統中的量力動力行為與量子調控