/* DEPT_INFO LOGIN=jzhao10 */ /* ====================== IMPORTANT ========================= */ /* The lines between DEPT_INFO above and END_DEPT_INFO below are system */ /* generated and are updated every night. If you desire to edit them, */ /* remove the lines with DEPT_INFO and DEPT_INFO_END so that you will not */ /* lose your editing. */ ~~NOCACHE~~ | {{http://people.math.binghamton.edu/images//faculty/jzhao10.jpg?220x260}} | ===== Jia Zhao ===== Associate Professor \\ Ph.D., 2015, University of South Carolina \\ At Binghamton since 2023 \\ **Areas of Interest:** Mathematical modeling, numerical analysis, high-performance computations, machine learning \\ [[ :research#jzhao10 | Summary of research interests ]] \\ | **E-mail:** | jzhao10@binghamton.edu, jzhao10@math.binghamton.edu | | **Office:** | WH 126 | | **Phone:** | (607) 777-2516 | | **Fax:** | (607) 777-2450 | | * **Courses:** * **Fall 2024** \\ \\ | Math 329 | Section 01 :| Introduction to Scientific Computing | | |MWF 8:00 - 9:30 | CW-113 | | Math 488A | Section 01 :| Topics in Modern Math: Linear Algebra for Statistics | | |MWF 9:40 - 10:40 | CW-109 | | Math 530 | Section 01 :| Linear Algebra for Statisticians | | |MWF 9:40 - 10:40 | CW-109 | * **Spring 2025** \\ \\ | Math 329 | Section 01 :| Introduction to Scientific Computing | | |MWF 9:40 - 11:10 | - | | Math 590S | Section 01 :| Topics in Statistics | | |MWF 1:10 - 2:10 | WH-100E | * **Ph. D. Students:** * Zengyan Zhang, Summer, 2024 \\ **Thesis:** Numerical Approximations and Model Order Reduction for Phase Field Equations with Application in Cellular Dynamics /* END_DEPT_INFO */ /* ============================================================== */ /* ========= Start writing your web page below this line ======== */ ---- **Personal Website** * https://bingdev.binghamton.edu/jzhao10 **Research Interests** I am trained as an applied and computational mathematician, aiming to strike a balance between mathematical modeling, numerical analysis, and high-performance simulations, while my application domains are multiphase complex fluids and mathematical biology. My research is highly interdisciplinary, sitting at the interface between applied mathematics, scientific computing, soft matter physics, and mathematical biology. Here are several projects I have been working on: * Machine learning and deep neural networks on PDE model discovery * Computational modeling of how living cells utilize LLPS to organize chemical compartments * Hydrodynamic Models of Biofilms (biofilm formation, antimicrobial persistence, quorum sensing) * Modeling Eukaryotic Cell Mitotic Dynamics (mitotic rounding, cell oscillation, cell motility and cytokinesis) * Complex Fluids Model Development (multiphase fluids, active liquid crystals, viscoelastic fluids) * Fluid Structure Interactions (FSI) in Complex Fluids with Applications in Biology and Medicine * Modeling and Design of Multifunctional Polymeric Rod-like Nano-composites * Accurate, Efficient and Stable Numerical Schemes for Multiphase Complex Fluids Models * Deep Neural Network for solving Partial Differential Equations * Software Development on Hybrid CPU-GPU Architecture