Zhilan Feng

Professor focusing on interdisciplinary studies in applied mathematics, Dr. Zhilan Feng is a distinguished member of the Department of Mathematics at Purdue University. Her research primarily delves into the realms of differential equations and dynamical systems, with a particular emphasis on their applications in mathematical biology. Dr. Feng's work is renowned for bridging theoretical mathematics with practical, real-world problems, making significant strides in understanding complex biological systems through mathematical modeling. Dr. Feng has made substantial contributions to the field, earning recognition for her innovative approaches and insightful analyses. Her research often explores the dynamics of biological systems, utilizing differential equations to model and predict behaviors in ecosystems, disease spread, and other biological phenomena. This interdisciplinary approach not only advances mathematical theory but also provides valuable insights into biological processes, offering potential solutions to pressing global challenges. Throughout her career, Dr. Feng has authored numerous publications that have been well-received in the academic community. Her work is frequently cited by peers, reflecting its impact and importance in the field of mathematical biology. Her publications often highlight the synergy between mathematics and biology, showcasing how mathematical tools can be employed to unravel complex biological questions. In addition to her research, Dr. Feng is committed to education and mentorship, guiding the next generation of mathematicians and scientists. She is actively involved in teaching and supervising students, fostering an environment of curiosity and innovation. Her dedication to education is evident in her efforts to integrate research with teaching, providing students with hands-on experience in applying mathematical concepts to real-world problems. Dr. Feng's contributions extend beyond academia, as she collaborates with researchers from various disciplines to tackle interdisciplinary challenges. Her work exemplifies the power of mathematics as a universal language, capable of addressing diverse issues across different fields. Through her research and collaborations, Dr. Feng continues to push the boundaries of applied mathematics, making a lasting impact on both the academic community and society at large.