Table 28 Tabular form of \((\xi , \lnot \rho , 5)\)
\((\xi , \lnot \rho , 5)\) | \(\lnot \varepsilon _1\) | \(\lnot \varepsilon _2\) | \(\lnot \varepsilon _3\) | \(\lnot \varepsilon _4\) |
|---|---|---|---|---|
\(\ell _1\) | \(\langle 1,0.3,0.5 \rangle\) | \(\langle 2,0.6,0.2 \rangle\) | \(\langle 0,0.1,0.3 \rangle\) | \(\langle 2,0.7,0.1 \rangle\) |
\(\ell _2\) | \(\langle 4,0.8,0.5 \rangle\) | \(\langle 1,0.3,0.5 \rangle\) | \(\langle 3,0.3,0.8 \rangle\) | \(\langle 2,0.2,0.7 \rangle\) |
\(\ell _3\) | \(\langle 3,0.6,0.5 \rangle\) | \(\langle 2,0.6,0.4 \rangle\) | \(\langle 2,0.2,0.7 \rangle\) | \(\langle 0,0.1,0.4 \rangle\) |
\(\ell _4\) | \(\langle 1,0.4,0.3 \rangle\) | \(\langle 0,0.0,0.4 \rangle\) | \(\langle 3,0.3,0.8 \rangle\) | \(\langle 2,0.3,0.7 \rangle\) |
\(\ell _5\) | \(\langle 1,0.5,0.3 \rangle\) | \(\langle 3,0.7,0.5 \rangle\) | \(\langle 1,0.1,0.5 \rangle\) | \(\langle 1,0.3,0.4 \rangle\) |
