![Uživatel Soheil Feizi na Twitteru: „(2) Using an isotropic Gaussian smoothing as in Cohen @deepcohen , Kolter @zicokolte et al. is almost as good as any other i.i.d. smoothing distributions for p>2 Uživatel Soheil Feizi na Twitteru: „(2) Using an isotropic Gaussian smoothing as in Cohen @deepcohen , Kolter @zicokolte et al. is almost as good as any other i.i.d. smoothing distributions for p>2](https://pbs.twimg.com/media/EQhB2UeWsAE9ZWR.jpg)
Uživatel Soheil Feizi na Twitteru: „(2) Using an isotropic Gaussian smoothing as in Cohen @deepcohen , Kolter @zicokolte et al. is almost as good as any other i.i.d. smoothing distributions for p>2
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![Uživatel Soheil Feizi na Twitteru: „(2) Using an isotropic Gaussian smoothing as in Cohen @deepcohen , Kolter @zicokolte et al. is almost as good as any other i.i.d. smoothing distributions for p>2 Uživatel Soheil Feizi na Twitteru: „(2) Using an isotropic Gaussian smoothing as in Cohen @deepcohen , Kolter @zicokolte et al. is almost as good as any other i.i.d. smoothing distributions for p>2](https://pbs.twimg.com/media/EQhB2pZWoAYHjdn.jpg:large)