@ARTICLE{Singh_Aakanksha_An_2024, author={Singh, Aakanksha and Arora, Ritu and Verma, Rajkumar and Arora, Shalini}, volume={vol. 34}, number={No 3}, journal={Archives of Control Sciences}, pages={625-640}, howpublished={online}, year={2024}, publisher={Committee of Automatic Control and Robotics PAS}, abstract={A transportation problem (TP) is built on the framework of supply-demand and cost parameters which are uncertain in nature. Neutrosophic numbers are capable of handling incomplete information. This paper introduces a new solution approach to optimize TPs with neutrosophic parameters based on a new ranking function. This function utilizes the attitudinal character of a basic unit-interval monotonic function inspired from the domain of continuous ordered weighted average operators. Ranking rules are established followed by defining a neutrosophic transportation problem. A solution methodology followed by solved numerical illustrates the efficiency of the proposed method. Conclusion and future directions summarize the work.}, type={Article}, title={An approach to optimize transportation problemswith neutrosophic numbers based on a newranking function}, URL={http://so.czasopisma.pan.pl/Content/132882/art07_int.pdf}, doi={10.24425/acs.2024.149674}, keywords={transportation problem, neutrosophic number, ranking function, basic unit-intervalmonotonic function, uncertainty}, }