| 第211行: |
第211行: |
| | | | |
| | <math> | | <math> |
| − | EI=\underbrace{-\langle H(P_i)\rangle}_{Determinism}-\underbrace{\left[-H(\bar{P})\right]}_{Degeneracy} | + | EI=\underbrace{\left[-\langle H(P_i)\rangle\right]}_{Determinism}-\underbrace{\left[-H(\bar{P})\right]}_{Degeneracy} |
| | </math> | | </math> |
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| 第219行: |
第219行: |
| | | | |
| | <math> | | <math> |
| − | Eff = Determinism_Coefficient - Degeneracy_Coefficient | + | Eff = Determinism\ Coefficient - Degeneracy\ Coefficient |
| | </math> | | </math> |
| | | | |
| 第226行: |
第226行: |
| | <math> | | <math> |
| | \begin{aligned} | | \begin{aligned} |
| − | &Determinism_Coeffient = \frac{1}{\log N}\sum_{i,j}p_{ij}\log\left(N\cdot {p_{ij}}\right) \\ | + | &Determinism\ Coeffient = \frac{1}{\log N}\sum_{i,j}p_{ij}\log\left(N\cdot {p_{ij}}\right) \\ |
| − | &Degeneracy_Coeffient = \frac{1}{\log N}\sum_{i}\frac{p_{ij}}{N}\sum_j\log{\left(\sum_k p_{k,j}\right)} | + | &Degeneracy\ Coeffient = \frac{1}{\log N}\sum_{i}\frac{p_{ij}}{N}\sum_j\log{\left(\sum_k p_{k,j}\right)} |
| | \end{aligned} | | \end{aligned} |
| | </math> | | </math> |