In the last few decades, the inverse problem has already been extensively studied and applied to many scientific areas, such as seismology, medical imaging and optical tomography. However, among these applications, there have been few successful applications in stochastic, where the underlying physics involves a random process. So, I decide to work on stochastic inverse problem. I also am interested in first passage time problems, which have wide applications in biology, such as neurology, molecular bond potential and protein transport along DNA. Hence, my dissertation resarch focuses on reconstruction of a persistent random walk from first passage time distribution.
For more details about my research and my research interests, you can read my Research Statement .