ANALYZING THE HEALTH IMPACTS OF CLIMATE CHANGE USING INDUCED FAMijcoa
Governments and health organizations across the world have rung alarm bells about the spread of new diseases and about an unusual increase in the frequency of health risks. Though many factors contribute to these concerns, climate change has been identified as playing a lead role. The effects of climate change, health reports suggest, have an adverse impact on the health indices. In this paper we analyze the health impacts of climate change using Induced Fuzzy Associative Memories.
A set D ? V of a given fuzzy graph G(V,?,µ) is a dominating set if for every u?V-D there exists v ?D such that (u,v) is a strong arc and ?(u)=?(v) and if the number of vertices of D is minimum then it is called a minimum dominating set of G. Domination number of G is the sum of membership values of vertices of a minimum dominating set D and it is denoted by ?(D). In this paper we study domination in fuzzy graphs. Also we formulate an algorithm to find dominating set for a given fuzzy graph.
Con la finalidad de adquirir las herramientas necesarias y llevar a práctica todos los temas abordados en la materia información por el docente, además, retroalimentarnos para realizar el examen final el cual pide calculo, tablas, graficar, interpretación de los resultados entre otros.
ANALYZING THE HEALTH IMPACTS OF CLIMATE CHANGE USING INDUCED FAMijcoa
Governments and health organizations across the world have rung alarm bells about the spread of new diseases and about an unusual increase in the frequency of health risks. Though many factors contribute to these concerns, climate change has been identified as playing a lead role. The effects of climate change, health reports suggest, have an adverse impact on the health indices. In this paper we analyze the health impacts of climate change using Induced Fuzzy Associative Memories.
A set D ? V of a given fuzzy graph G(V,?,µ) is a dominating set if for every u?V-D there exists v ?D such that (u,v) is a strong arc and ?(u)=?(v) and if the number of vertices of D is minimum then it is called a minimum dominating set of G. Domination number of G is the sum of membership values of vertices of a minimum dominating set D and it is denoted by ?(D). In this paper we study domination in fuzzy graphs. Also we formulate an algorithm to find dominating set for a given fuzzy graph.
Con la finalidad de adquirir las herramientas necesarias y llevar a práctica todos los temas abordados en la materia información por el docente, además, retroalimentarnos para realizar el examen final el cual pide calculo, tablas, graficar, interpretación de los resultados entre otros.