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Kaixhin avatar Kaixhin commented on July 17, 2024

It's a bug! Well spotted - I must have got the indices for s and s' mixed at some point. I've just fixed that and run a quick test and the DQN actually seems to be learning good policies (empirically, not just on metrics like V). So thanks for pointing that out.

I'm still actively developing this so if you do see anything else that looks wrong then please let me know.

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Alex-zhai avatar Alex-zhai commented on July 17, 2024

Ok,no problem. One more question, in Google's source code for DQN, they used the next transition for creating next state.However, prime state used in your code.Could you explain it? Thank you!!!

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Kaixhin avatar Kaixhin commented on July 17, 2024

If I understand you correctly then it seems like in the original source code (I'm using this repo and function for reference), they add s' and terminal to the memory, and then add s, a and r during training. They then use the memory to read out the historical sequence of states. They need to use a few conditions to deal with termination and storage during training vs. testing.

In my code, during training, I store two halves of different experience tuples. Namely r, s' and terminal from one transition, and s (the same as s' here) and a from the next transition. In reality a hasn't been used on the environment yet, but it's assumed it will be. As for the historical sequence of states for playing the game, I use a separate structure, which nicely separates it from the memory. This way I don't have to worry about training vs. testing.

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Alex-zhai avatar Alex-zhai commented on July 17, 2024

Thank you.But I found that:transitions[i][histlen] is always equal to self.states[index]. For example, the retrieve index is 8. Current is supposed to be transTuples = {s[5],s[6],s[7],s[8]},next transitions is supposed to be {s[9],s[8],s[7],s[6]}. So transitions[i][1] = transTuples[2] = s[6];transitions[i][2] = transTuples[3] = s[7];transitions[i][3] = transTuples[4] = s[8]. This is right.

But by runing : self.buffers.transitions[i][self.opt.histLen] = self.states[self.circIndex(indices[i] + 1)]self.castType

transitions[i][4] = self.states[index] = s[4]. But I think transitions[i][4] = s[9].
So in my opinion, we can fix it by :
self.buffers.transitions[i][self.opt.histLen] = self.states[self.circIndex(indices[i] + 1)][self.castType](self.circIndex%28indices[i] + 1%29)

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Kaixhin avatar Kaixhin commented on July 17, 2024

Another bug! OK so the first one I fixed with a0663c0, and this one with 002ceca. Let me know if that looks correct now.

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Alex-zhai avatar Alex-zhai commented on July 17, 2024

OK, I think it's correct now. I made a comparasion between your sampling process and Google's.
Firstly in your project, You set states[1] = 0,terminals[1] = 0,actions[1] =1(no-op). Then we get the first observation (r1,s1,t1) and action a1 at timestep = 1. If training, we store rewards[1] = r1,states[2] = s1,terminals[2] = t1,actions[2]=a1. Next timesetp, we observe (r2,s2,t2) and get action a2 , then store rewards[2] = r2,states[3] = s2,terminals[3] = t2,actions[3]=a2..... and so on.
Then in Google's source project , they observe (r1,s1,t1) at first. Then get next observation (r2,s2,t2) by performing action a1. Then store rewards[1] = r2,states[1] = s1,terminals[1] = t1,actions[1]=a1.
So I think the first sample stored in Google's {states[1],rewards[1],terminals[1],actions[1] }is equal to
{states[2],rewards[2],terminals[2],actions[2] } in your project . Is it right??

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Kaixhin avatar Kaixhin commented on July 17, 2024

Looks right to me. So actually my code has some incorrect assumptions, which can be seen when compared to their code. I allow sampling from index 1, which is invalid at the beginning. However, once the memory fills up it shouldn't be invalid, and I'm not sure they catch that. In fact, I believe that neither of us account for the fact that when the memory fills up the transitions just after the insertion index become invalid (maybe they do though, I'd have to examine their code more carefully).

One thing which I will definitely correct soon is that they require s to be the "s'" of a valid transition.

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