@article{Saleh_Asaad_Mohammed_2022, title={Bipolar Soft Generalized Topological Structures and Their Application in Decision Making}, volume={15}, url={https://www.ejpam.com/index.php/ejpam/article/view/4353}, DOI={10.29020/nybg.ejpam.v15i2.4353}, abstractNote={<p>The basic of bipolar soft set theory stands for a mathematical instrument that brings<br />together the soft set theory and bipolarity. Its definition is based on two soft sets, a set that<br />provides positive information and other that gives negative. This paper mainly aims at defining<br />a new bipolar soft generalized topological space; setting out of the point that the collection of<br />bipolar soft sets forms the basis for the definition of the new concept is defined. Added to that,<br />an investigation has been made of the four concepts of bipolar soft generalized, namely g-interior,<br />g-closure, g-exterior and g-boundary. Furthermore, the main properties of bipolar soft generalized<br />topological space (BSGT S) are established. This paper also attends to the discussion of the<br />relations between these new definitions and the application of the given bipolar soft generalized<br />topological spaces in a decision-making problem where an algorithm for this application has been<br />suggested. Finally, to clarify and substantiate what the current work subsumes, some examples<br />have been provided.</p>}, number={2}, journal={European Journal of Pure and Applied Mathematics}, author={Saleh, Hind and Asaad, Baravan and Mohammed, Ramadhan}, year={2022}, month={Apr.}, pages={646–671} }