Hemanshu Kaul

Professor Hemanshu Kaul is a distinguished academic integrating diverse disciplines to study complex mathematical structures and their applications in real-world scenarios. As an Associate Professor of Applied Mathematics at the Illinois Institute of Technology, he brings a wealth of knowledge and expertise to his role. He also serves as the Co-Director of the M.S. in Computational Decision Science and Operations Research (CDSOR) program, where he plays a pivotal role in shaping the curriculum and mentoring students. Professor Kaul's research interests are deeply rooted in discrete mathematics, graph theory, operations research, and network optimization. His work often explores the intricate relationships between these fields, aiming to develop innovative solutions to complex problems. His contributions to these areas have been recognized through numerous publications in prestigious journals and conferences, reflecting his commitment to advancing the frontiers of mathematical research. In addition to his research endeavors, Professor Kaul is highly regarded for his dedication to teaching and mentorship. He has been honored with several teaching awards, including the Board of Trustees Award for Excellence in Teaching in 2019 and the Distinguished Teaching Fellow Award from the College of Science at IIT. These accolades underscore his ability to inspire and engage students, fostering a dynamic learning environment that encourages critical thinking and problem-solving. Professor Kaul is actively involved in various academic and professional communities, contributing to the development of the field through collaborations and service. His leadership in the CDSOR program exemplifies his commitment to preparing the next generation of mathematicians and researchers, equipping them with the skills and knowledge necessary to tackle the challenges of the future. Through his innovative research, exemplary teaching, and active engagement in the academic community, Professor Hemanshu Kaul continues to make significant contributions to the field of applied mathematics, influencing both his peers and students alike. His work not only advances theoretical understanding but also has practical implications across a range of industries, demonstrating the power and relevance of mathematics in solving real-world problems.