Contemporary Research in Mathematics from India

font-family: 'Calibri',sans-serif;">This volume brings together fourteen essays authored by distinguished mathematicians from India, offering a panoramic view of current research directions as well as recent historical developments in mathematics in India.

This volume brings together fourteen essays authored by distinguished mathematicians from India, offering a panoramic view of current research directions as well as recent historical developments in mathematics in India. The articles cover diverse topics—number theory, operator algebra, operator theory, harmonic analysis, quantum learning, noncommutative geometry and random matrices—showcasing the breadth and depth of contemporary mathematical research. The book provides a vivid snapshot of mathematical thought as it evolves today, connecting tradition with innovation and offering both insight and inspiration to the next generation of mathematicians. The volume opens with an illuminating essay by M. S. Raghunathan, “Some Highlights of Indian Contributions to Mathematics in the 20th Century”, a comprehensive historical account of post-Independence mathematical research in India that will inspire young readers and scholars alike. A special inclusion is the research article “Symmetric Products and Moduli Spaces of Vector Bundles on Curves” by Kyoung-Seog Lee and the late M. S. Narasimhan, completed shortly before Narasimhan’s passing in 2021. This paper, which has already attracted wide attention in the research community, stands as a fitting tribute to his enduring influence in algebraic geometry.