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pwmat:pwmlff:appendix1 [2024/02/05 03:47] – 创建 penggepwmat:pwmlff:appendix1 [2026/07/30 04:09] (当前版本) – 外部编辑 127.0.0.1
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 +~~DISCUSSION:off~~
 ====== Appendix I: features Wiki ====== ====== Appendix I: features Wiki ======
  
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 $$ $$
-    g_M(s) = C_M(2R_{min} S - 1). +    g_M(s) = C_M(2R_{min} S - 1).
 $$ $$
  
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 $$ $$
-    T_M(k) = \sum_{\mathbf{r}_{ji} \lt R_C} \hat{X}_{ji}(k) S(\mathbf{r}_{ji}) g_M(S(\mathbf{r}_{ji})) +    T_M(k) = \sum_{\mathbf{r}_{ji} \lt R_C} \hat{X}_{ji}(k) S(\mathbf{r}_{ji}) g_M(S(\mathbf{r}_{ji}))
 $$ $$
  
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 $$ $$
-    g_M(\mathbf{r}) = f_C(\mathbf{r}) \ · \exp(-\frac{(\mathbf{r} - r_M)}{\omega M})  +    g_M(\mathbf{r}) = f_C(\mathbf{r}) \ · \exp(-\frac{(\mathbf{r} - r_M)}{\omega M})
 $$ $$
  
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 $M_1$ also encoded the number of atom types besides the Chebyshev. So, if the max Chebyshev order is $M$, the number of features is $M * n_{type} * (M * n_{type} +1 ) / 2$. We can produce different features by setting different $M$. $M_1$ also encoded the number of atom types besides the Chebyshev. So, if the max Chebyshev order is $M$, the number of features is $M * n_{type} * (M * n_{type} +1 ) / 2$. We can produce different features by setting different $M$.
 +
 +~~DISCUSSION:off~~
  
pwmat/pwmlff/appendix1.1707104878.txt.gz · 最后更改: 2024/02/05 03:47 由 pengge