Academic Experts
Academic Experts
Dr. Neha Singhal
ASSISTANT PROFESSOR (SR GRADE)
neha.singhal@jiit.ac.in
Biography

Dr. Neha Singhal is currently working as an Assistant Professor (Senior Grade) in the Department of Mathematics at Jaypee Institute of Information Technology (JIIT), Noida. She has over six years of experience in teaching and research.

She completed her schooling at Jawahar Navodaya Vidyalaya, Sardhana (Meerut), followed by her B.Sc. and M.Sc. degrees in Mathematics from Chaudhary Charan Singh University, Meerut. In recognition of her academic excellence, she was awarded the Vishisht Yogyata Praman Patra for securing the highest marks in her M.Sc. Mathematics program. Dr. Neha Singhal has qualified both the National Eligibility Test (NET) and the Graduate Aptitude Test in Engineering (GATE) in Mathematics.

Dr. Neha Singhal earned her Ph.D. in Mathematics from the prestigious Indian Institute of Technology (IIT) Roorkee, supported by a UGC-NET Research Fellowship. Her doctoral work focused on advanced mathematical modeling and optimization techniques.

In addition to her teaching responsibilities, she is actively involved in several departmental and institutional committees, contributing to academic planning, curriculum development, and student mentorship. She has published her research in peer-reviewed national and international journals, reflecting her continued contributions to the academic community.

Her research interests include reliability theory, soft computing methodologies, and meta-heuristic optimization techniques, particularly in addressing real-world problems through mathematical and computational approaches.

Educational Qualifications

M.Sc., Ph.D.

Research Highlights

Dr. Neha Singhal’s research primarily focuses on the evaluation of reliability in industrial systems using both classical and modern analytical techniques. Her work aims to enhance the understanding and quantification of system reliability in complex industrial environments, which is critical for ensuring operational efficiency and safety. She has contributed to the development and application of reliability models that incorporate real-world system constraints, component interactions, and uncertainty.

In addition to traditional reliability theory, her research also explores advancements in metaheuristic techniques, including nature-inspired optimization algorithms. These techniques have proven effective in solving high-dimensional and computationally intensive reliability optimization problems. Her contributions include hybrid models that integrate metaheuristics with soft computing approaches to achieve more accurate and robust solutions.

Another important dimension of her research involves transportation problems under fuzzy environments. Recognizing the presence of ambiguity and imprecise data in real-life logistics and distribution systems, she has worked on the formulation and solution of transportation problems with fuzzy parameters, improving decision-making under uncertainty.

Overall, her research combines mathematical rigor with practical relevance, contributing to the fields of reliability engineering, optimization, and fuzzy decision-making, with applications in manufacturing, logistics, and engineering system design.

Areas Of Interest
  • Soft Computing Techniques
  • Reliability theory
  • Transportation problem.
Publications
  1. Neha Singhal and S.P. Sharma, “Solution of System of First Order Linear Differential Equations in Intuitionistic Fuzzy Environment”, Notes on Intuitionistic Fuzzy Sets, 22(3), 70-79, 2016.
  2. Neha Singhal and S.P. Sharma, “An efficient approach for availability analysis through fuzzy differential equations and particle swarm optimization”, Iranian Journal of Fuzzy Systems, 16(3), 161-173, 2019.
  3. Neha Singhal and S.P. Sharma, “Availability analysis of Industrial systems using Markov process and generalized fuzzy numbers”, MAPAN, Journal of Metrology Society of India, 34(1), 79-91, 2019.
  4. Neha Singhal and S.P. Sharma, “Behavior Analysis of Polytube Industry Using Fuzzy Set Theory and Particle Swarm Optimization”, Reliability and Risk Modeling of Engineering Systems, Springer 2021.
  5. Anshika Agrawal, Neha Singhal, “An efficient computational approach for basic feasible solution of fuzzy transportation problems. International Journal of System Assurance Engineering Management 15, 3337–3349 (2024).