TY - JOUR ID - 113593 TI - Some induced generalized Einstein aggregating operators and their application to group decision-making problem using intuitionistic fuzzy numbers JO - Annals of Optimization Theory and Practice JA - AOTP LA - en SN - 2588-3666 AU - Rahman, khaista AU - Sanam, Ayub AU - Saleem, Abdullah AU - Muhammad, Yaqub Khan AD - Hazara University Mansehra AD - Department of Mathematics and Statistics, Riphah International University, Islamabad, Pakistan AD - Department of Mathematics, Abdul Wali Khan University, Mardan, Pakistan Y1 - 2020 PY - 2020 VL - 3 IS - 3 SP - 15 EP - 49 KW - I-IFEHA operator KW - I- IFEHG operator KW - I-GIFEHA operator KW - I-GIFEHG operator KW - MAGDM problem DO - 10.22121/aotp.2020.241689.1036 N2 - The paper aims to develop an idea of some inducing operators, namely induced intuitionistic fuzzy Einstein hybrid averaging operator, induced intuitionistic fuzzy Einstein hybrid geometric operator, induced generalized intuitionistic fuzzy Einstein hybrid averaging operator and induced generalized intuitionistic fuzzy Einstein hybrid geometric operator along with their wanted structure properties such as, monotonicity, idempotency and boundedness. The proposed operators are competent and able to reflect the complex attitudinal character of the decision maker by using order inducing variables and deliver more information to experts for decision-making. To show the legitimacy, practicality and effectiveness of the new operators, the proposed operators have been applied to decision making problems UR - https://aotp.fabad-ihe.ac.ir/article_113593.html L1 - https://aotp.fabad-ihe.ac.ir/article_113593_05b3e5f3a6d68348a75510d6d99ac66f.pdf ER -