References
1. Yager, R.R. \On ordered weighted averaging aggregation
operators in multicriteria decision making", IEEE
Trans. Syst. Man. Cy., 18(1), pp. 183-190 (1988).
2. Su, Z.X., Xia, G.P., Chen, M.Y., and Wang, L. \Induced
generalized intuitionistic fuzzy OWA operator
for multi-attribute group decision making", Expert
Syst. Appl., 39(2), pp. 1902-1910 (2012).
3. Wu, J., Li, J.C., Li, H., and Duan, W.Q. \The induced
continuous ordered weighted geometric operators and
their application in group decision making", Comput.
Ind. Engine., 56(4), pp. 1545-1552 (2009).
4. Yager, R.R. and Filev, D.P. \Induced ordered weighted
averaging operators", IEEE Trans. Syst. Man. Cy.,
29(1), pp. 141-150 (1999).
5. Chen, H.Y. and Zhou, L.G. \An approach to group
decision making with interval fuzzy preference relations
based on induced generalized continuous ordered
weighted averaging operator", Expert Syst. Appl.,
38(10), pp. 13432-13440 (2011).
6. Liu, W.S. and Liao, H.C. \A bibliometric analysis
of fuzzy decision research during 1970-2015", Int. J.
Fuzzy Sys., 19(1), pp. 1-14 (2017).
7. Yu, D.J. and Liao, H.C. \Visualization and quantitative
research on intuitionistic fuzzy studies", J. Intell.
Fuzzy Syst., 30(6), pp. 3653-3663 (2016).
8. Xu, Z.S. and Yager, R.R. \Some geometric aggregation
operators based on intuitionistic fuzzy sets", Int. J.
Gen. Syst., 35(4), pp. 417-433 (2006).
9. Wu, J., Cao, Q.W., and Zhang, J.L. \An ILOWG
operator based group decision making method and its
application to evaluate the supplier criteria", Math.
Comput. Model., 54(1-2), pp. 19-34 (2011).
10. Wei, G.W. \Some induced geometric aggregation operators
with intuitionistic fuzzy information and their
application to group decision making", Appl. Soft
Comput., 10(2), pp. 423-431 (2010).
11. Yager, R.R. and Xu, Z.S. \The continuous ordered
weighted geometric operator and its application to
decision making", Fuzzy Sets Syst., 157(10), pp. 1393-
1402 (2006).
12. Liao, H.C. and Xu, Z.S. \Intuitionistic fuzzy hybrid
weighted aggregation operators", Int. J. Intell. Syst.,
29(11), pp. 971-993 (2014).
13. Wei, G.W. \Interval-valued dual hesitant fuzzy uncertain
linguistic aggregation operators in multiple
attribute decision making", J. Intell. Fuzzy Syst.,
33(3), pp. 1881-1893 (2017).
14. Grabisch, M. \Fuzzy integral in multicriteria decision
making", Fuzzy Sets Syst., 69(3), pp. 279-298 (1995).
15. Grabisch, M. \The application of fuzzy integrals in
multicriteria decision making", Eur. J. Oper. Res.,
89(3), pp. 445-456 (1996).
16. Sugeno, M. \Theory of fuzzy integral and its application",
Doctorial Dissertation, Tokyo Institute of
Technology (1974).
17. Choquet, G. \Theory of capacities", Annales de
l'institut Fourier, 5, pp. 131-295 (1953).
18. Tan, C.Q. and Chen, X.H. \Intuitionistic fuzzy Choquet
integral operator for multi-criteria decision making",
Expert Syst. Appl., 37(7), pp. 149-157 (2010).
19. Tan, C.Q. and Chen, X.H. \Induced Choquet ordered
averaging operator and its application to group decision
making", Int. J. Intell. Syst., 25(1), pp. 59-82
(2010).
20. Xu, Z.S. and Xia, M.M. \Induced generalized intuitionistic
fuzzy operators", Knowl.-Based Syst., 24(2),
pp. 197-209 (2011).
21. Meng, F.Y., Tang, J., Wang, P., and Chen, X.H.
\A programming-based algorithm for interval-valued
intuitionistic fuzzy group decision making", Knowl.-
Based Syst., 144, pp. 122-14315 (2018).
22. Meng, F.Y. and Tan, C.Q. \A method for multiattribute
group decision making based on generalized
interval-valued intuitionistic fuzzy Choquet integral
operators", Int. J. Uncertain. Fuzz. Knowle.-Based
Syst., 25(4), pp. 821-849 (2017).
23. Meng, F.Y., Zhang, Q., and Cheng, H. \Approaches
to multiple-criteria group decision making based on
interval- valued intuitionistic fuzzy Choquet integral
with respect to the generalized -Shapley index",
Knowl.-Based Syst., 37, pp. 237-249 (2013).
24. Meng, F.Y., Tan, C.Q., and Zhang, Q. \The induced
generalized interval-valued intuitionistic fuzzy hybrid
Shapley averaging operator and its application in
decision making", Knowl.-Based Syst., 42, pp. 9-19
(2013).
J. Tang et al./Scientia Iranica, Transactions D: Computer Science & ... 25 (2018) 1456{1470 1469
25. Liu, P.D. \Multiple attribute group decision making
method based on interval-valued intuitionistic fuzzy
power Heronian aggregation operators", Comput. Ind.
Engine., 108, pp. 199-212 (2017).
26. Lin, J. and Zhang, Q. \Note on continuous intervalvalued
intuitionistic fuzzy aggregation operator",
Appl. Math. Modell., 43, pp. 670-677 (2017).
27. Liu, P.D. and Fei, T. \Multiple criteria decision
making method based on normal interval-valued intuitionistic
fuzzy generalized aggregation operator",
Complex., 21(5), pp. 277-290 (2016).
28. Meng, F.Y., Tang, J., and Xu, Z.S. \A 0-1 mixed
programming model based method for group decision
making with intuitionistic fuzzy preference relations",
Comput. Ind. Engine., 112, pp. 289-304 (2017).
29. Meng, F.Y., Tang, J., An, Q.X., and Chen, X.H.
\Decision making with intuitionistic linguistic preference
relations", Int. Trans. Oper. Res. (2017). DOI:
10.1111/itor.12383
30. Liao, H.C. \Multiplicative consistency of intervalvalued
intuitionistic fuzzy preference relation", J. Intell.
Fuzzy Syst., 27(6), pp. 2969-2985 (2014).
31. Xu, Z.S. and Liao, H.C. \Intuitionistic fuzzy analytic
hierarchy process", IEEE Trans. Fuzzy Syst., 22(4),
pp. 749-761 (2014).
32. Liao, H.C. and Xu, Z.S. \Priorities of intuitionistic
fuzzy preference relation based on multiplicative consistency",
IEEE Trans. Fuzzy Syst., 22(6), pp. 1669-
1681 (2014).
33. Xu, Z.S. and Liao, H.C. \A survey of approaches to
decision making with intuitionistic fuzzy preference
relations", Knowl.-Based Syst., 80, pp. 131-142 (2015).
34. Meng, F.Y. and Chen, X.H. \Correlation coecient of
interval-valued intuitionistic uncertain linguistic sets
and its application", Cy. Syst., 48(2), pp. 114-135
(2017).
35. Meng, F.Y. and Tan. C.Q. \Distance measures for
intuitionistic hesitant fuzzy linguistic sets", Econ.
Comput. Econ. Cy. Stud. Res., 51(4), pp. 207-224
(2017).
36. Xu, Z.S. \Methods for aggregating interval-valued
intuitionistic fuzzy information and their application
to decision making", Cont. Decis., 22(2), pp. 215-219
(2007).
37. Atanassov, K. and Gargov, G. \Interval valued intuitionistic
fuzzy sets", Fuzzy Sets Syst., 31(3), pp. 343-
349 (1989).
38. Xu, Z.S. and Chen, J. \On geometric aggregation over
interval-valued intuitionistic fuzzy information", Proc.
Int. Conf. Fuzzy Sys. Knowl. Discov. FSKD., Haikou,
China, pp. 466-471 (2007).
39. Beliakov, G., Bustince, H., Goswami, D.P., Mukherjee,
U.K., and Pal, N.R. \On averaging operators
for Atanassov's intuitionistic fuzzy sets", Infor. Sci.,
181(6), pp. 1116-1124 (2011).
40. Tan, C.Q. \A multi-criteria interval-valued intuitionistic
fuzzy group decision making with Choquet integralbased
TOPSIS", Expert Syst. Appl., 38(4), pp. 3023-
3033 (2011).
41. Xu, Z.S. \Choquet integrals of weighted intuitionistic
fuzzy information", Infor. Sci., 180(5), pp. 726-736
(2010).
42. Dubois, D. and Prade, H., Possibility Theory: An
Approach to Computerized Processing of Uncertainty,
Plenum Press, New York (1988).
43. Grabisch, M. \k-order additive discrete fuzzy measures
and their representation", Fuzzy Sets Syst., 92(2), pp.
167-189 (1997).
44. Miranda, P., Grabisch, M., and Gil, P. \p-symmetric
fuzzy measures", Int. J. Uncertain. Fuzz. Knowl.-
Based Syst., 10 (Suppl.), pp. 105-123 (2002).
45. Marichal, J.L. \The in
uence of variables on pseudo-
Boolean functions with applications to game theory
and multicriteria decision making", Discrete Appl.
Math., 107(1-3), pp. 139-164 (2000).
46. Shapley, L.S. \A value for n-person game", in H. Kuhn,
and A. Tucker (Eds.), Contributions to the Theory of
Games, Princeton University Press, Princeton, II, pp.
307-317 (1953).
47. Meng, F.Y. and Tang, J. \Interval-valued intuitionistic
fuzzy multi-criteria group decision making based on
cross entropy and Choquet integral", Int. J. Intell.
Syst., 28(12), pp. 1172-1195 (2013).
48. Wei, G.W. and Lu, M. \Pythagorean fuzzy power
aggregation operators in multiple attribute decision
making", Int. J. Intell. Syst., 33(1), pp. 169-186
(2018).
49. Wei, G.W. \Pythagorean fuzzy interaction aggregation
operators and their application to multiple attribute
decision making", J. Intell. Fuzzy Syst., 33(4), pp.
2119-2132 (2017).
50. Wei, G.W. \Some cosine similarity measures for picture
fuzzy sets and their applications to strategic
decision making", Informatica, 28(3), 547-564 (2017).
51. Wei, G.W. and Lu, M. \Dual hesitant Pythagorean
fuzzy Hamacher aggregation operators in multiple
attribute decision making", Arch. Control Sci., 27(3),
pp. 365-395 (2017).
52. Wei, G.W. \Picture 2-tuple linguistic Bonferroni mean
operators and their application to multiple attribute
decision making", Int. J. Fuzzy Syst., 19(4), pp. 997-
1010 (2017).
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