Some integral inequalities for interval-valued functions

@article{RomnFlores2018SomeII,
  title={Some integral inequalities for interval-valued functions},
  author={Heriberto Rom{\'a}n-Flores and Yurilev Chalco-Cano and Weldon A. Lodwick},
  journal={Computational and Applied Mathematics},
  year={2018},
  volume={37},
  pages={1306-1318}
}
In this paper, we explore some integral inequalities for interval-valued functions. More precisely, using the Kulisch–Miranker order on the space of real and compact intervals, we establish Minkowski’s inequality and then we derive Beckenbach’s inequality via an interval Radon’s inequality. Also, some examples and applications are presented for illustrating our results. 

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