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When calculating the KL-divergence, the boundary is vanishing. So, the calculation results doesn't included for it. Therefore, when the sampling number is too small (100>), or when the ratio of boundary is too high (0.01<), the numerical calculation result of KL-divergence is inaccurate.
The text was updated successfully, but these errors were encountered:
When calculating the KL-divergence, the boundary is vanishing. So, the calculation results doesn't included for it. Therefore, when the sampling number is too small (100>), or when the ratio of boundary is too high (0.01<), the numerical calculation result of KL-divergence is inaccurate.
The text was updated successfully, but these errors were encountered: