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Reckoning of the Dissimilar Topological indices of Human Liver


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Fig. 1

A graph G and its double graph D[G]
A graph G and its double graph D[G]

Fig. 2

Structure of Normal Liver and cirrhosis Liver(From Dreamstime.com
Structure of Normal Liver and cirrhosis Liver(From Dreamstime.com

Fig. 3

Model of Healthy Liver
Model of Healthy Liver

Fig. 4

Removing of one edge sets of healthy Liver graph
Removing of one edge sets of healthy Liver graph

Fig. 5

Removal of two edge sets of healthy Liver graph
Removal of two edge sets of healthy Liver graph

Fig. 6

Removing of three edge sets of healthy Liver graph
Removing of three edge sets of healthy Liver graph

Fig. 7

Removing of six edge sets of healthy Liver graph
Removing of six edge sets of healthy Liver graph

Fig. 8

Comparison between healthy and cirrhosis of Liver graph.
Comparison between healthy and cirrhosis of Liver graph.

Fig. 9

Subdivision graph of Model of healthy Liver.
Subdivision graph of Model of healthy Liver.

Fig. 10

R(G) of Model of healthy Liver.
R(G) of Model of healthy Liver.

Fig. 11

The comparison between M1(G), M2(G), H(G), R(G), SDD(G), ABC(G), GA(G) indices using S(G) and R(G)
operators.
The comparison between M1(G), M2(G), H(G), R(G), SDD(G), ABC(G), GA(G) indices using S(G) and R(G) operators.
eISSN:
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Volume Open
Temas de la revista:
Life Sciences, other, Mathematics, Applied Mathematics, General Mathematics, Physics