Table 1 p q QROF assessment information.

From: Group decision-making framework using generalized heronian mean operators in quasi rung orthopair fuzzy environment with applications

DEs

Projects

\(\nabla _1\)

\(\nabla _2\)

\(\nabla _3\)

\(\nabla _4\)

\({\mathfrak {d}}_{{1}}\)

\(\aleph _{1}\)

\(\left( 0.6,0.4\right)\)

\(\left( 0.5,0.6\right)\)

\(\left( 0.9,0.3\right)\)

\(\left( 0.7,0.5\right)\)

 

\(\aleph _{2}\)

\(\left( 0.6,0.7\right)\)

\(\left( 0.8,0.6\right)\)

\(\left( 0.5,0.5\right)\)

\(\left( 0.4,0.6\right)\)

 

\(\aleph _{3}\)

\(\left( 0.7,0.3\right)\)

\(\left( 0.6,0.5\right)\)

\(\left( 0.4,0.8\right)\)

\(\left( 0.4,0.5\right)\)

 

\(\aleph _{4}\)

\(\left( 0.5,0.6\right)\)

\(\left( 0.4,0.7\right)\)

\(\left( 0.8,0.5\right)\)

\(\left( 0.6,0.3\right)\)

\({\mathfrak {d}}_{{2}}\)

\(\aleph _{1}\)

\(\left( 0.7,0.4\right)\)

\(\left( 0.5,0.5\right)\)

\(\left( 0.8,0.4\right)\)

\(\left( 0.7,0.6\right)\)

 

\(\aleph _{2}\)

\(\left( 0.7,0.7\right)\)

\(\left( 0.8,0.5\right)\)

\(\left( 0.6,0.6\right)\)

\(\left( 0.5,0.5\right)\)

 

\(\aleph _{3}\)

\(\left( 0.5,0.7\right)\)

\(\left( 0.4,0.6\right)\)

\(\left( 0.5,0.5\right)\)

\(\left( 0.7,0.5\right)\)

 

\(\aleph _{4}\)

\(\left( 0.4,0.6\right)\)

\(\left( 0.7,0.6\right)\)

\(\left( 0.5,0.4\right)\)

\(\left( 0.6,0.4\right)\)

\({\mathfrak {d}}_{{3}}\)

\(\aleph _{1}\)

\(\left( 0.3,0.5\right)\)

\(\left( 0.6,0.6\right)\)

\(\left( 0.6,0.3\right)\)

\(\left( 0.4,0.5\right)\)

 

\(\aleph _{2}\)

\(\left( 0.4,0.5\right)\)

\(\left( 0.3,0.5\right)\)

\(\left( 0.5,0.6\right)\)

\(\left( 0.6,0.4\right)\)

 

\(\aleph _{3}\)

\(\left( 0.5,0.4\right)\)

\(\left( 0.6,0.6\right)\)

\(\left( 0.5,0.4\right)\)

\(\left( 0.7,0.5\right)\)

 

\(\aleph _{4}\)

\(\left( 0.6,0.6\right)\)

\(\left( 0.4,0.6\right)\)

\(\left( 0.6,0.3\right)\)

\(\left( 0.5,0.6\right)\)