Table 3 q-RF2L decision matrix \(M^{(3)}\).

\({{\text{\Shilling}}}_1\)

\(\left( \left( {\rrbracket }_{1},0\right) ,\left\langle 0.5, 0.4\right\rangle \right) \)

\(\left( \left( {\rrbracket }_{3},0\right) ,\left\langle 0.6, 0.5\right\rangle \right) \)

\(\left( \left( {\rrbracket }_{4},0\right) ,\left\langle 0.7, 0.1\right\rangle \right) \)

\(\left( \left( {\rrbracket }_{5},0\right) ,\left\langle 0.8, 0.4\right\rangle \right) \)

\({{\text{\Shilling}}}_2\)

\(\left( \left( {\rrbracket }_{2},0\right) ,\left\langle 0.6, 0.1\right\rangle \right) \)

\(\left( \left( {\rrbracket }_{1},0\right) ,\left\langle 0.6, 0.1\right\rangle \right) \)

\(\left( \left( {\rrbracket }_{3},0\right) ,\left\langle 0.5, 0.4\right\rangle \right) \)

\(\left( \left( {\rrbracket }_{4},0\right) ,\left\langle 0.9, 0.1\right\rangle \right) \)

\({{\text{\Shilling}}}_3\)

\(\left( \left( {\rrbracket }_{4},0\right) ,\left\langle 0.7, 0.4\right\rangle \right) \)

\(\left( \left( {\rrbracket }_{5},0\right) ,\left\langle 0.8, 0.6\right\rangle \right) \)

\(\left( \left( {\rrbracket }_{1},0\right) ,\left\langle 0.1, 0.2\right\rangle \right) \)

\(\left( \left( {\rrbracket }_{6},0\right) ,\left\langle 0.4, 0.1\right\rangle \right) \)

\({{\text{\Shilling}}}_4\)

\(\left( \left( {\rrbracket }_{5},0\right) ,\left\langle 0.8, 0.3\right\rangle \right) \)

\(\left( \left( {\rrbracket }_{1},0\right) ,\left\langle 0.9, 0.1\right\rangle \right) \)

\(\left( \left( {\rrbracket }_{2},0\right) ,\left\langle 0.6, 0.2\right\rangle \right) \)

\(\left( \left( {\rrbracket }_{3},0\right) ,\left\langle 0.5, 0.5\right\rangle \right) \)

\({{\text{\Shilling}}}_5\)

\(\left( \left( {\rrbracket }_{6},0\right) ,\left\langle 0.8, 0.5\right\rangle \right) \)

\(\left( \left( {\rrbracket }_{2},0\right) ,\left\langle 0.7, 0.4\right\rangle \right) \)

\(\left( \left( {\rrbracket }_{1},0\right) ,\left\langle 0.6, 0.5\right\rangle \right) \)

\(\left( \left( {\rrbracket }_{4},0\right) ,\left\langle 0.6, 0.6\right\rangle \right) \)