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OPTIMIZING EXPECTATIONS: FROM DEEP REINFORCEMENT LEARNING TO STOCHASTIC COMPUTATION GRAPHS

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OPTIMIZING EXPECTATIONS: FROM DEEP REINFORCEMENT LEARNING TO STOCHASTIC COMPUTATION GRAPHS ( optimizing-expectations-from-deep-reinforcement-learning-to- )

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2.6 policy gradients 17 (2) often the policy prematurely converges to a nearly-deterministic policy with a subop- timal behavior. Simple methods to prevent this issue, such as adding an entropy bonus, usually fail. The next two chapters in this thesis improve on the vanilla policy gradient method in two orthogonal ways, enabling us to obtain strong empirical results. Chapter 3 shows that instead of stepping in the gradient direction, we should move in the natural gradient direction, and that there is an effective way to choose stepsizes for reliable monotonic im- provement. Chapter 4 provides much more detailed analysis of discounts, and Chapter 5 also revisits some of the variance reduction ideas we have just described, but in a more general setting. Concurrently with this thesis work, Mnih et al. [Mni+16] have shown that it is in fact possible to obtain state-of-the-art performance on various large-scale control tasks with the vanilla policy gradient method, however, the number of samples used for learning is extremely large.

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