H = ∑ v : S v ≠ ∅ ( | S v | | S | ∗ H ( S v ) ) = ∑ v : S v ≠ ∅ ( | S v | | S | ∗ ∑ c : S v c ≠ ∅ ( | S v c | | S v | ∗ l o g | S v | | S v c | ) ) {\displaystyle H=\sum _{v:S_{v}\neq \emptyset }\left({\frac {\left|S_{v}\right|}{\left|S\right|}}*H(S_{v})\right)=\sum _{v:S_{v}\neq \emptyset }\left({\frac {\left|S_{v}\right|}{\left|S\right|}}*\sum _{c:S_{vc}\neq \emptyset }\left({\frac {\left|S_{vc}\right|}{\left|S_{v}\right|}}*log{\frac {\left|S_{v}\right|}{\left|S_{vc}\right|}}\right)\right)}
S v c = { x ∈ S v ‖ c l a s s ( x ) = c } {\displaystyle S_{vc}=\{x\in S_{v}\|class(x)=c\}}
d ( a → , b → ) = ∑ | a i − b i | k k {\displaystyle d\left({\vec {a}},{\vec {b}}\right)={\sqrt[{k}]{\sum {\left|a_{i}-b_{i}\right|^{k}}}}}
∑ | a i − b i | {\displaystyle \sum {\left|a_{i}-b_{i}\right|}}
∑ | a i − b i | 2 {\displaystyle {\sqrt {\sum {\left|a_{i}-b_{i}\right|^{2}}}}}
m a x ( a i − b i ) {\displaystyle max\left(a_{i}-b_{i}\right)}
∑ ( a i − b i ) 2 {\displaystyle \sum {\left(a_{i}-b_{i}\right)^{2}}}
H 1 , H 2 , . . . , H n {\displaystyle H_{1},H_{2},...,H_{n}\ }
⋃ i H i {\displaystyle \bigcup _{i}H_{i}}
P ( H 1 | E ) = P ( H 1 ) ∗ P ( E | H 1 ) ∑ i ( P ( H i ) ∗ P ( E | H i ) ) {\displaystyle P\left(H_{1}|E\right)={\frac {P\left(H_{1}\right)*P\left(E|H_{1}\right)}{\sum _{i}{\left(P(H_{i})*P(E|H_{i})\right)}}}}