An application of neutrosophic hypersoft mapping to diagnose brain tumor and propose appropriate treatment

Author:

Saeed Muhammad1,Ahsan Muhammad1,Ur Rahman Atiqe1,Saeed Muhammad Haris2,Mehmood Asad1

Affiliation:

1. Department of Mathematics, University of Management and Technology, Lahore, Punjab, Pakistan

2. Department of Chemistry, University of Management and Technology, Lahore, Punjab, Pakistan

Abstract

Brain tumors are one of the leading causes of death around the globe. More than 10 million people fall prey to it every year. This paper aims to characterize the discussions related to the diagnosis of tumors with their related problems. After examining the side effects of tumors, it encases similar indications, and it is hard to distinguish the precise type of tumors with their seriousness. Since in practical assessment, the indeterminacy and falsity parts are frequently dismissed, and because of this issue, it is hard to notice the precision in the patient’s progress history and cannot foresee the period of treatment. The Neutrosophic Hypersoft set (NHS) and the NHS mapping with its inverse mapping has been design to overcome this issue since it can deal with the parametric values of such disease in more detail considering the sub-parametric values; and their order and arrangement. These ideas are capable and essential to analyze the issue properly by interfacing it with scientific modeling. This investigation builds up a connection between symptoms and medicines, which diminishes the difficulty of the narrative. A table depending on a fuzzy interval between [0, 1] for the sorts of tumors is constructed. The calculation depends on NHS mapping to adequately recognize the disease and choose the best medication for each patient’s relating sickness. Finally, the generalized NHS mapping is presented, which will encourage a specialist to extricate the patient’s progress history and to foresee the time of treatment till the infection is relieved.

Publisher

IOS Press

Subject

Artificial Intelligence,General Engineering,Statistics and Probability

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