sta tionary 19

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![0_image_1.png](0_image_1.png)

$$\pi\quad S\to A$$

![0_image_2.png](0_image_2.png)

$$V^{\pi}\quad s$$

![0_image_4.png](0_image_4.png)

![0_image_3.png](0_image_3.png)

![0_image_5.png](0_image_5.png)

![0_image_6.png](0_image_6.png)

mation
  

![0_image_8.png](0_image_8.png)

![0_image_9.png](0_image_9.png)

$$V_{t}^{\pi}\;\;s\;\;\;\;\;\;\;\;\;\;\;\;\;\;\;\;s$$

![0_image_10.png](0_image_10.png)

![0_image_11.png](0_image_11.png)

V "

$$\begin{array}{r l}{V_{0}}\\ {s}&{{}V_{t+1}}\end{array}$$

![0_image_12.png](0_image_12.png)

![0_image_13.png](0_image_13.png)

![0_image_14.png](0_image_14.png)

7T

![0_image_15.png](0_image_15.png)

20

$$V^{*}\setminus s$$

s 1. This is by far the most commonly studied problem in the literature, though it is argued in (Boutilier &

![0_image_7.png](0_image_7.png)

