Priyadharshini S

Priyadharshini was associated with VIT University, Vellore as Junior Research Fellow and pursuing Doctorate of Philosophy in the Department of Mathematics, School of Advanced Sciences, VIT University before joining Great Lakes Institute of Management. She is a graduate holding master degree from Auxilium College, Thiruvalluvar University specialized in Mathematics. She has 3 years of total work experience as Assistant Professor Junior in academics at Vellore Institute of Technology. She has participated in International as well as National level conferences. She is currently working in the field of project management incorporating fuzzy mathematics. Her research area is Critical Path Method with Fuzzy Mathematics. Undergoing Research on “A study on intuitionistic fuzzy critical path method in a cyclic and acyclic network with application in the construction field”.

Research Interests

• Critical Path Method, Intuitionistic Fuzzy, Neutrosophic Sets.

Peer-Reviewed Journal Articles

• Priyadharshini S & Deepa G , “Critical Path In terms of Intuitionistic Triangular Fuzzy Numbers Using Maximum Edge Distance Method”, Reliability: Theory & Applications, Vol.17, Issue. 1 (67), 382-390. DOI: https://doi.org/10.24412/1932-2321-2022-167-382-390
• Priyadharshini S & Deepa G, “An acyclic network finding Intuitionistic Fuzzy critical path using Weight Measure Ranking method”, Multi Disciplinar Journal of Educational Research, Vol. 13, No. 02(2023) July, 190-204, Scopus & Impact Factor: 3.4. Website: https://hipatiapress.org/pdf/2023/02-190.pdf
• Priyadharshini S & Deepa G, “Time Cost Trade-off Problem in an Intuitionistic Fuzzy Environment”, Contemproary Mathematics, Vol. 5 (2),2023. Doi: https://doi.org/10.37256/cm.5220243727

Books and Books chapters

• Priyadharshini S & Deepa G, “Critical path in an intuitionistic triangular fuzzy number for Time Cost Trade Off in project network by the modified traditional method”, Trends in Mathematics, Advances in Mathematical Modeling and Scientific Computing, Springer International Publishing, https://www.springerprofessional.de/en/critical-path-in-an-intuitionistic-triangular-fuzzy-number-for-t/26804148.

Working Papers

• Priyadharshini S & Deepa G, BUILDING RENOVATION BY USING MAXIMUM EDGE DISTANCE METHOD.