Dr. (Mrs.) Rupinderjit Kaur Dhanoa joined Punjab Agricultural University as Assistant Professor on 20.02.2020 after completing her B.Sc. (Non-Medical) from Government College for Women, Ludhiana in 2007 and M.Sc. (Mathematics) from Panjab University, Chandigarh in 2009. She earned her Ph.D. (Mathematics) from Sant Longowal Institute of Engineering and Technology (SLIET), Longowal in 2014. Her field of specialization is Linear Algebra, with research interests focusing on matrix functions and inequalities, matrix/operator means, positive linear maps, and norm inequalities including refinements. She has published 8 research papers in reputed journals She has also presented her research at various national and international conferences. She is a member of Ramanujan Mathematical Society, India and a reviewer for Mathematical reviews, American Mathematical Society, USA. In addition to her academic research, she has guided postgraduate students in their research dissertations and contributed to curriculum development. She regularly delivers academic lectures and workshops on topics in advanced linear algebra and matrix theory. Dr. Dhanoa is actively involved in interdisciplinary collaborations and contributes to the academic environment of the Department of Mathematics, Statistics and Physics, College of Basic Sciences and Humanities.

Professional Accomplishments

Research Publications:

1. Dhanoa R.K., Moslehian M.S., Singh M. 2022. A generalized Wigner Yanase skew information, Linear and Multilinear Algebra 71(10): 1720-29. (NAAS Rating  6.9)
2. Kapil Y., Kaur R., Singh M. 2021. On the question of Bhatia, Jain and Friedland, Linear and Multilinear Algebra 69(16): 1-12. (NAAS Rating  6.9)
3. Kaur R. and Singh M. 2014. Another Operator Version of Bernoulli’s Inequality. Linear and Multilinear Algebra 62 : 1127-1136. (NAAS Rating  6.9)
4. Kaur M., Moslehian M. S., Singh M. and Conde C. 2014. Further Refinements of Heinz Inequality. Linear Algebra and its Applications 447: 26-37. (NAAS Rating 7.1)
5. Kaur R., Singh M. 2013. Complete interpolation of matrix versions of Heron and Heinz means. Math. Inequal. Appl, 16(1): 93-99.