Abstract
In this paper, we develop a new method for multiple attribute
group decision making for triangular cubic numbers, which is the extension of cubic numbers. In this paper, we define triangular power aggregation operator such that triangular cubic power weighted averaging
(TCPWA) operator, triangular cubic power weighted geometric (TCPWG)
operator and triangular cubic power weighted quadratic averaging (TCPWQA) operator and then applied in order to develop some methods for
multiple attribute group decision (MAGD) making problem. Finally,
a numerical example illustrates the applicability and effectiveness of the
proposed method.
Saleem Abdullah, Muhammad Shakeel, Aliya Fahmi. (2018) Triangular Cubic Power Aggregation Operators and Their Application to Multiple Attribute Group Decision Making, Punjab University Journal of Mathematics, Volume 50, Issue 3.
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