Publisher
Springer Nature Switzerland
Reference10 articles.
1. Chakraborty, A., et al.: Pentagonal fuzzy number: its different representations, properties, ranking, defuzzification and application in game problems. Symmetry 11(2), 248 (2019)
2. Siripurapu, A., Nowpada, R.S.: Fuzzy project planning and scheduling with pentagonal fuzzy number. Reliabil. Theory Appl. 17, 131–138 (2022)
3. Gajalakshmi, R., Rabinson, G.C.: Solving game theory using reverse order pentagonal fuzzy numbers. J. Algebr. Stat. 13(3), 1785–1790 (2022)
4. Nasir, V.K., Barakath, A.J: Solving matrix games involving the level (K-lower, K-upper) Interval Valued Trapezoidal Fuzzy Payoffs: Signed distance ranking approach. In: AIP Conference Proceedings, vol. 2385 , p. 130004 (2022)
5. Nasir, V.K., Barakath, A.J: Solving matrix games involving the level (g-lower, g-upper) interval valued pentagonal fuzzy payoffs: signed distance ranking approach. In: Intelligent and Fuzzy Systems: Digital Acceleration and the New Normal-Proceedings of the INFUS 2022 Conference, vol. 1, pp. 328–338 (2022)