By W. B. Vasantha Kandasamy
HIV/AIDS is everybody's company. at the present time, it really is extra a topic of society, than an issue of medicine...In this daring test that searches for sociological recommendations, the gripping genuine existence tales of sixty migrant labourers residing with HIV/AIDS in rural Tamil Nadu, India, were documented. Their socio-psychological facets were analyzed utilizing the most recent fuzzy mathematical instruments like Fizzy Cognitive Maps, Bidirectional Associative stories, and Fuzzy Relational Maps. as a result have to symbolize the area, Neutrosophy (the philosophy of neutralities) and its hooked up constitution, Neutrosophic Cognitive Maps, were hired for his or her targeted skill to deal with indeterminacy among concepts.Presented in a lucid demeanour, this publication is a crucial contribution to HIV/AIDS literature.
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Additional resources for Analysis of social aspects of migrant labourers living with HIV/AIDS using fuzzy theory and neutrosophic cognitive maps
Unlike the previous simulation approaches to strategic planning in which expert systems or decision support systems or neural networks were used to suggest business strategies, their approach applied FCMbased simulation analysis for environmental analysis. With this,  can identify and consider the most relevant environmental factor which seems to affect the expected target variable. 2. Those environmental factors identified through FCM-based simulation analysis can be incorporated into the strategic planning simulation framework with the aid of differential game mechanism.
To calculate this new degree we check the signs of all the indirect causal relationships that exists among each pair of concepts Ci and Cj. Let us assume that there exist pij positive paths from concepts Ci to concept Cj and that nij is the number of negative paths from concepts Ci to concept Cj. Now there are two cases. Case 1: pij + nij = 2k. In this case the total number of paths between the two concepts is even. If i = j then we refer to cycles. The case of a completely balanced digraph (r = 0) occurs when we have either pij = 0 and nij = 2k or pij = 2k and nij = 0.
Kosko  defined the concept Ci that constitutes causal ~ relationships in FCM as follows: Ci = (Qi ∪ Qi) ∩ Mi, where Qi is a quantity fuzzy ~ ~ set and Qi is a dis-quantity fuzzy set. Qi is the negation of Qi. Mi is a modifier fuzzy ~ ~ set that modifies Qi or Qi concretely. Each Qi and Qi partitions the whole set Ci. ~ ~ ~ Double negation Qi is equal to Qi implying that Qi is corresponding to Qic the complement of Qi. However, negation does not mean antonym. For example, assume ~ that Qi is “tall” and Qi is “short” in height.
Analysis of social aspects of migrant labourers living with HIV/AIDS using fuzzy theory and neutrosophic cognitive maps by W. B. Vasantha Kandasamy