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Hello, in my opinion, the bisimulation loss makes the distance between any two latents equal to the difference (reward_dist + \gamma * (transition_distribution_dist)), which approximates the bisimulation metric. But such operation can make the latent vary over the time and the forward model (z_t, a_t --> z_{t+1}) may regress to an time-varying target z_{t+1}. So I want to know whether such conflict between these two losses may hurt the final performance and influence the convergence of the forward dynamics model? I am looking forward to your reply, thank you !
Hello, in my opinion, the bisimulation loss makes the distance between any two latents equal to the difference (reward_dist + \gamma * (transition_distribution_dist)), which approximates the bisimulation metric. But such operation can make the latent vary over the time and the forward model (z_t, a_t --> z_{t+1}) may regress to an time-varying target z_{t+1}. So I want to know whether such conflict between these two losses may hurt the final performance and influence the convergence of the forward dynamics model? I am looking forward to your reply, thank you !