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International Journal of Scientific Research, 2012 Some of the next articles are maybe not open access.
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Folding of fuzzy torus and fuzzy graphs
Fuzzy Sets and Systems, 1996Abstract This paper is a continuation of El-Ghoul (1993). It introduces a new definition for the folding of fuzzy torus. It gives the concept of the connection between the folding of fuzzy graphs and the folding of fuzzy torus. Theorems governing this connection are established here.
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2000
Let (V, μ, ρ) be a fuzzy graph. We now provide two popular ways of defining the distance between a pair of vertices. One way is to define the “distance” dis(x,y) between x and y as the length of the shortest strongest path between them. This “distance” is symmetric and is such that dis(x,x) = 0 since by our definition of a fuzzy graph, no path from x ...
John N. Mordeson, Premchand S. Nair
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Let (V, μ, ρ) be a fuzzy graph. We now provide two popular ways of defining the distance between a pair of vertices. One way is to define the “distance” dis(x,y) between x and y as the length of the shortest strongest path between them. This “distance” is symmetric and is such that dis(x,x) = 0 since by our definition of a fuzzy graph, no path from x ...
John N. Mordeson, Premchand S. Nair
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2019
In this Chapter, we discuss the notion of fuzzy rough digraphs and describe some methods of their construction. We consider some applications of fuzzy rough digraphs in real world problems. We present algorithms to solve decision-making problems regarding selection of a city for treatment and identification of best location in a department to set ...
Fariha Zafar, Muhammad Akram
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In this Chapter, we discuss the notion of fuzzy rough digraphs and describe some methods of their construction. We consider some applications of fuzzy rough digraphs in real world problems. We present algorithms to solve decision-making problems regarding selection of a city for treatment and identification of best location in a department to set ...
Fariha Zafar, Muhammad Akram
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2000
In the previous Chapter we became familiar with the basic time items: date, continuity, time distance and time difference, and with the basic relation between these items. In the frames of the Mathematica programs relating to such variables we have also acquired some engineering insight for calculating with them. In the present Chapter we are above all
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In the previous Chapter we became familiar with the basic time items: date, continuity, time distance and time difference, and with the basic relation between these items. In the frames of the Mathematica programs relating to such variables we have also acquired some engineering insight for calculating with them. In the present Chapter we are above all
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Generalized fuzzy Euler graphs and generalized fuzzy Hamiltonian graphs
Journal of Intelligent & Fuzzy Systems, 2018Sovan Samanta, Biswajit Sarkar
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A study on strong arcs in fuzzy graphs and union of fuzzy graphs
Bulletin of Pure & Applied Sciences- Mathematics and Statistics, 2019A. Selvam, C.Y. Ponnappan
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