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Bipolar fuzzy soft mappings with application to bipolar disorders

International Journal of Biomathematics 2019年第7期12卷 147-177页

作者： Muhammad Riaz syeda tayyba tehrim Department of Mathematics University of the Punjab LahorePakistan

Bipolar disorder is a neurological disorder that consists of two main factors,*** and *** are two main drawbacks in clinical diagnosis of the bipolar ***,bipolar disorder is mostly wrongly diagnosed as unipolar depression in clinical *** is,because in clinical diagnosis,the first factor is often neglected due to its approach toward ***,the element of bipolarity vanishes and the disease becomes ***,the types of bipolhr disorder are mostly misdiagnosed due to similar *** overcome these problems,the bipolar fuzzy soft set(BFS-set)and bipolar fuzzy soft mappings(BFS-mappings)are useful to tackle bipolarity and to construct a strong mathematical modeling process to diagnose this disease *** technique is extensive but simple as compared to existing medical diagnosis methods.A chart(relation between different types and symptoms of bipolar disorder)is provided which contains different ranges over the interval[-1,1].A process of BFS-mappings is also provided to obtain correct diagnosis and to suggest the best ***,a generalized BFS-mapping is introduced which is helpful to keep patient's improvement *** case study indicates the reliability,efficiency and capability of the achieved theoretical ***,it reveals that the connection of soft set with bipolar fuzzy set is fruitful to construct a connection between symptoms which minimize the complexity of the case study.

关键词： BFS-set BFS-mappings operations and properties of BFS-mappings Bipolarity Bipolar I disorder Bipolar II disorder Cyclothymia

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