\({c}_{p(c)}=\frac{{b}_{p\left(c\right)}}{{b}_{p\left(c\right)}}\) | 1 |
\({c}_{p\left(ab\right)}=\frac{{b}_{p\left(ab\right)}}{{b}_{p\left(c\right)}}\) | 2 |
\({c}_{p\left(d\right)}=\frac{{b}_{p\left(d\right)}}{{b}_{p\left(d\right)}}\) | 3 |
\({c}_{p\left(a\right)}=\frac{{b}_{p\left(a\right)}}{{b}_{p\left(a\right)}+{b}_{p\left(b\right)}}{c}_{p\left(ab\right)}\) | 4 |
\({c}_{p\left(b\right)}=\frac{{b}_{p\left(b\right)}}{{b}_{p\left(a\right)}+{b}_{p\left(b\right)}}{c}_{p\left(ab\right)}\) | 5 |