Divyanee Garg | Mathematics | Research Excellence Award

Ms. Divyanee Garg | Mathematics | Research Excellence Award

Ms. Divyanee Garg | Mathematics | Research Excellence Award | PhD Scholar | Indian Institute of Technology in Delhi | India

Ms. Divyanee Garg is an emerging researcher in quantitative finance and mathematical optimization, currently pursuing her Ph.D. in Mathematics at IIT Delhi, where she works on portfolio optimization, behavioural finance, robust allocation models, and data-driven decision techniques. Her academic journey reflects exceptional consistency, beginning with a strong foundation in Mathematics through her B.Sc. from S. S. Jain Subodh College, Jaipur, followed by an M.Sc. in Mathematics from IIT Roorkee, and culminating in her doctoral research supported by prestigious recognitions. Ms. Divyanee Garg has demonstrated outstanding academic excellence through multiple national-level achievements, including selection under the Prime Minister’s Research Fellows (PMRF) scheme and securing AIR 119 in CSIR-UGC NET (JRF), AIR 210 in GATE Mathematics, AIR 155 in JAM, and receiving the INSPIRE Scholarship from DST for five consecutive years. Professionally, she has contributed significantly as a teaching assistant in diverse mathematical domains such as Financial Mathematics, Fuzzy Sets, Optimization Methods, Econometrics, and Machine Learning, handling both undergraduate and postgraduate teaching responsibilities at IIT Delhi. Her research interests include portfolio optimization under risk measures like Expectile VaR and CVaR, cumulative prospect theory, robust optimization with neural networks, numerical optimization, and large-scale computational methods. Research skills demonstrated by Ms. Divyanee Garg include expertise in Python, R, MATLAB, LaTeX, MS Excel, and the formulation of optimization models using advanced mathematical programming techniques. She has published impactful research in reputed international journals such as Computational and Applied Mathematics and Omega, with additional manuscripts under revision. Her work has been showcased at major academic platforms, including the International Symposium at ISI Delhi, the International Conference on Computations and Data Science at IIT Roorkee, the Annual Convention of ORSI at IIT Bombay, and the EURO Conference in the UK. She has also engaged in summer schools and workshops related to large-scale optimization, strengthening her methodological foundations and collaborative experience. Her academic distinctions include district-level awards and formal recognition for academic excellence. In conclusion, Ms. Divyanee Garg exemplifies a strong blend of analytical capability, high-quality research output, and dedicated academic service, making her a promising researcher in quantitative finance and optimization. Her continuous contributions through publications, teaching, international presentations, and interdisciplinary problem-solving reflect her commitment to advancing scientific knowledge, while her growing expertise positions her for impactful leadership roles in research, innovation, and academic communities.

Profile: ORCID | Scopus | Google Scholar

Featured Publications 

  1. Garg, D., & Mehra, A. (2026). Portfolio optimization with expectile value at risk and conditional value at risk: Deviation measure and robust allocation. Computational and Applied Mathematics.

  2. Garg, D., Khan, A. Z., & Mehra, A. (2026). Enhanced indexing using cumulative prospect theory utility function with expectile risk.

  3. Garg, D., Sehgal, R., & Mehra, A. (n.d.). Data-driven approach to robust portfolio optimization using deep neural networks. Manuscript under revision.

  4. Garg, D., & Swaminathan, A. (n.d.). Numerical improvement of Gauss–Chebyshev quadrature rule. Unpublished research study.

  5. Garg, D., & Gupta, S. K. (n.d.). Optimality and duality conditions for semi-infinite programming problems. Project report.

  6. Garg, D. (n.d.). Robust allocation models using behaviour-driven portfolio optimization. Working paper.

  7. Garg, D. (n.d.). Machine learning-assisted optimisation frameworks for financial decision making. Working paper.

Natalja Matsveichuk | Mathematics | Women Researcher Award

Natalja Matsveichuk | Mathematics | Women Researcher Award

Assoc. Prof. Dr Natalja Matsveichuk, Belarusian State Agrarian Technical University, Belarus

Assoc. Prof. Dr. Natalja M. Matsveichuk is the Head of the Department at Belarusian State Agrarian Technical University (BSATU). She earned her PhD from the United Institute of Informatics Problems, National Academy of Sciences of Belarus, in 2010, and became an Associate Professor in Mathematics in 2020. With over 110 publications on scheduling, applied mathematics, and operations research, she has a notable h-index of 6. Dr. Matsveichuk has co-authored ten textbooks and contributed significantly to the field. Her research includes studies on differential evolution, scheduling problems, and automated technological processes. 📚🔬📈

Publication Profile

Scopus

Academic Background

Assoc. Prof. Dr. Natalja Matsveichuk holds a PhD from the United Institute of Informatics Problems of the National Academy of Sciences of Belarus. 🎓 Her distinguished academic journey led her to earn the title of Associate Professor in Mathematics, a testament to her dedication and expertise in the field. 🧮 With extensive experience in mathematics, she has contributed significantly to both education and research, shaping the future of her discipline. 🌟 Dr. Matsveichuk’s work continues to inspire students and colleagues alike, reinforcing her position as a respected figure in the academic community. 📚🔬

Research Excellence

Assoc. Prof. Dr. Natalja Matsveichuk is a distinguished academic with over 110 research publications in the fields of scheduling, applied mathematics, operations research, and automated technological processes. Her extensive work has significantly advanced knowledge in these areas, making a profound impact on both theoretical and practical aspects. Through her research, she has demonstrated a strong commitment to solving complex challenges in operations and automation. Dr. Matsveichuk’s contributions continue to shape the future of these disciplines, showcasing her dedication to innovation and excellence in academia. 📚🔬📊🖥️

Innovative Research

Assoc. Prof. Dr. Natalja Matsveichuk is a dedicated researcher focusing on innovation in optimization methods. Her recent publications delve into advanced topics such as differential evolution with novel perturbation strategies, optimal scheduling, and job-shop scheduling with uncertain job durations. These studies aim to solve real-world challenges in operations research and manufacturing systems. Dr. Matsveichuk’s work is a testament to her commitment to applying theoretical solutions to practical problems, driving efficiency and effectiveness in various industries. Her contributions continue to shape advancements in optimization techniques. 🔍📊⚙️💡📅

Recognition and Impact

Assoc. Prof. Dr. Natalja Matsveichuk is a highly influential academic whose research has been widely cited in the academic community. Her work has garnered significant attention and recognition, underscoring the impact of her contributions to her field. Dr. Matsveichuk’s research has led to numerous collaborations with renowned researchers, further amplifying her academic influence. Her impressive citation count is a testament to the relevance and importance of her work. Through her continued excellence in research, she has established herself as a leading figure in her discipline, shaping the direction of future studies. 📚✨🔬👩‍🔬

Research Focus

Assoc. Prof. Dr. Natalja Matsveichuk’s research focuses on optimization and scheduling problems, particularly in contexts involving uncertainty and evolutionary algorithms. Her work delves into differential evolution strategies to enhance diversity and improve parameter settings in optimization processes. She has contributed to job scheduling problems, focusing on minimizing makespan with uncertain durations, and has explored uncertainty measures in scheduling models. Her research integrates mathematical optimization, computational intelligence, and uncertainty analysis, with significant applications in operations research, computational algorithms, and decision-making processes. 🧠🔍📈📊

Publication Top Notes