Table 8 Aggregated q-rung orthopair fuzzy 2-tuple linguistic decision matrix.

From: q-rung orthopair fuzzy 2-tuple linguistic clustering algorithm and its applications to clustering analysis

 

\({\mathcal {C}}_1\)

\({\mathcal {C}}_2\)

\({\mathcal {C}}_3\)

\({\mathcal {C}}_4\)

\({\mathcal {O}}_1\)

\(\left( \left( s_{2},0.3333\right) ,\left\langle 0.4918, 0.3634\right\rangle \right)\)

\(\left( \left( s_{4},0.0000\right) ,\left\langle 0.5017, 0.3500\right\rangle \right)\)

\(\left( \left( s_{5},0.3333\right) ,\left\langle 0.4856, 0.3434\right\rangle \right)\)

\(\left( \left( s_{5},0.0000\right) ,\left\langle 0.5205, 0.3826\right\rangle \right)\)

\({\mathcal {O}}_2\)

\(\left( \left( s_{2},0.0000\right) ,\left\langle 0.4075, 0.2904\right\rangle \right)\)

\(\left( \left( s_{3},0.0000\right) ,\left\langle 0.5374, 0.4160\right\rangle \right)\)

\(\left( \left( s_{5},0.3333\right) ,\left\langle 0.3012, 0.4603\right\rangle \right)\)

\(\left( \left( s_{4},0.0000\right) ,\left\langle 0.3396, 0.3826\right\rangle \right)\)

\({\mathcal {O}}_3\)

\(\left( \left( s_{3},0.0000\right) ,\left\langle 0.5647, 0.5647\right\rangle \right)\)

\(\left( \left( s_{4},0.3333\right) ,\left\langle 0.3969, 0.4000\right\rangle \right)\)

\(\left( \left( s_{3},0.0000\right) ,\left\langle 0.2837, 0.4481\right\rangle \right)\)

\(\left( \left( s_{3},0.0000\right) ,\left\langle 0.3918, 0.3557\right\rangle \right)\)

\({\mathcal {O}}_4\)

\(\left( \left( s_{3},0.3333\right) ,\left\langle 0.5727, 0.2759\right\rangle \right)\)

\(\left( \left( s_{4},0.3333\right) ,\left\langle 0.4561, 0.3434\right\rangle \right)\)

\(\left( \left( s_{4},-0.3333\right) ,\left\langle 0.5811, 0.3208\right\rangle \right)\)

\(\left( \left( s_{5},-0.3333\right) ,\left\langle 0.4401, 0.2565\right\rangle \right)\)