Notes on Intuitionistic Fuzzy Sets/26

Notes on Intuitionistic Fuzzy Sets, Volume 26 (2020).

Number 1

Number Title Author(s) Pages 1 A remark on the operations "+" and ":" between intuitionistic fuzzy pairs Peter Vassilev and Simeon Ribagin 1—7 2 Modified and generalized correlation coefficient between intuitionistic fuzzy sets with applications Paul Ejegwa 8—22 3 A new operator over intuitionistic fuzzy sets Lilija Atanassova 23—27 4 Intuitionistic fuzzy implications revisited. Part 2 Nora Angelova, Eulalia Szmidt, Janusz Kacprzyk and Krassimir Atanassov 28—35 5 Topologies generated by intuitionistic fuzzy numbers R. Santhi and E. Kungumaraj 36—45 6 A generalized net model of an intuitionistic fuzzy expert system Krassimir T. Atanassov 46—68 7 Intuitionistic fully fuzzy balanced transportation problem Mohamed El Alaoui 69—80

This issue of Int. Journal "Notes on Intuitionistic Fuzzy Sets" is published with the financial support of the Bulgarian National Science Fund, Grant Ref. No. KP-06-NP1/28/2019.

Number 2

Number Title Author(s) Pages 1 An improved correlation coefficient between intuitionistic fuzzy sets and its applications to real-life decision-making problems Paul Augustine Ejegwa 1—14 2 Related fixed point theorems in intuitionistic fuzzy metric spaces satisfying an implicit relation Taieb Hamaizia 15—24 3 On decomposition of intuitionistic fuzzy prime submodules P. K. Sharma, Kanchan and D. S. Pathania 25—32 4 A note on intuitionistic fuzzy Menger spaces A. Haydar Eş 33—39 5 Generalized nets and intuitionistic fuzzy pairs as tools for modelling of flexible manufacturing systems Krassimir Atanassov and Velin Andonov 40—69

This issue of Int. Journal "Notes on Intuitionistic Fuzzy Sets" is published with the financial support of the Bulgarian National Science Fund, Grant Ref. No. KP-06-NP1/28/2019.