From 05c3f779a067c3cbcacbf0a6a7c0349e2650e66d Mon Sep 17 00:00:00 2001 From: cmburgul Date: Thu, 5 Sep 2019 19:49:23 -0400 Subject: [PATCH] Monte Carlo --- monte-carlo/Monte_Carlo.ipynb | 355 ++++++++++++++++++ monte-carlo/Monte_Carlo_Solution.ipynb | 495 +++++++++++++++++++++++++ monte-carlo/README.md | 5 + monte-carlo/images/optimal.png | Bin 0 -> 257831 bytes monte-carlo/plot_utils.py | 68 ++++ notations.pdf | Bin 0 -> 753153 bytes 6 files changed, 923 insertions(+) create mode 100644 monte-carlo/Monte_Carlo.ipynb create mode 100644 monte-carlo/Monte_Carlo_Solution.ipynb create mode 100644 monte-carlo/README.md create mode 100644 monte-carlo/images/optimal.png create mode 100644 monte-carlo/plot_utils.py create mode 100644 notations.pdf diff --git a/monte-carlo/Monte_Carlo.ipynb b/monte-carlo/Monte_Carlo.ipynb new file mode 100644 index 0000000..96a9f7f --- /dev/null +++ b/monte-carlo/Monte_Carlo.ipynb @@ -0,0 +1,355 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Monte Carlo Methods\n", + "\n", + "In this notebook, you will write your own implementations of many Monte Carlo (MC) algorithms. \n", + "\n", + "While we have provided some starter code, you are welcome to erase these hints and write your code from scratch.\n", + "\n", + "### Part 0: Explore BlackjackEnv\n", + "\n", + "We begin by importing the necessary packages." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "import sys\n", + "import gym\n", + "import numpy as np\n", + "from collections import defaultdict\n", + "\n", + "from plot_utils import plot_blackjack_values, plot_policy" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Use the code cell below to create an instance of the [Blackjack](https://github.com/openai/gym/blob/master/gym/envs/toy_text/blackjack.py) environment." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "env = gym.make('Blackjack-v0')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Each state is a 3-tuple of:\n", + "- the player's current sum $\\in \\{0, 1, \\ldots, 31\\}$,\n", + "- the dealer's face up card $\\in \\{1, \\ldots, 10\\}$, and\n", + "- whether or not the player has a usable ace (`no` $=0$, `yes` $=1$).\n", + "\n", + "The agent has two potential actions:\n", + "\n", + "```\n", + " STICK = 0\n", + " HIT = 1\n", + "```\n", + "Verify this by running the code cell below." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "print(env.observation_space)\n", + "print(env.action_space)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Execute the code cell below to play Blackjack with a random policy. \n", + "\n", + "(_The code currently plays Blackjack three times - feel free to change this number, or to run the cell multiple times. The cell is designed for you to get some experience with the output that is returned as the agent interacts with the environment._)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "for i_episode in range(3):\n", + " state = env.reset()\n", + " while True:\n", + " print(state)\n", + " action = env.action_space.sample()\n", + " state, reward, done, info = env.step(action)\n", + " if done:\n", + " print('End game! Reward: ', reward)\n", + " print('You won :)\\n') if reward > 0 else print('You lost :(\\n')\n", + " break" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Part 1: MC Prediction\n", + "\n", + "In this section, you will write your own implementation of MC prediction (for estimating the action-value function). \n", + "\n", + "We will begin by investigating a policy where the player _almost_ always sticks if the sum of her cards exceeds 18. In particular, she selects action `STICK` with 80% probability if the sum is greater than 18; and, if the sum is 18 or below, she selects action `HIT` with 80% probability. The function `generate_episode_from_limit_stochastic` samples an episode using this policy. \n", + "\n", + "The function accepts as **input**:\n", + "- `bj_env`: This is an instance of OpenAI Gym's Blackjack environment.\n", + "\n", + "It returns as **output**:\n", + "- `episode`: This is a list of (state, action, reward) tuples (of tuples) and corresponds to $(S_0, A_0, R_1, \\ldots, S_{T-1}, A_{T-1}, R_{T})$, where $T$ is the final time step. In particular, `episode[i]` returns $(S_i, A_i, R_{i+1})$, and `episode[i][0]`, `episode[i][1]`, and `episode[i][2]` return $S_i$, $A_i$, and $R_{i+1}$, respectively." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "def generate_episode_from_limit_stochastic(bj_env):\n", + " episode = []\n", + " state = bj_env.reset()\n", + " while True:\n", + " probs = [0.8, 0.2] if state[0] > 18 else [0.2, 0.8]\n", + " action = np.random.choice(np.arange(2), p=probs)\n", + " next_state, reward, done, info = bj_env.step(action)\n", + " episode.append((state, action, reward))\n", + " state = next_state\n", + " if done:\n", + " break\n", + " return episode" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Execute the code cell below to play Blackjack with the policy. \n", + "\n", + "(*The code currently plays Blackjack three times - feel free to change this number, or to run the cell multiple times. The cell is designed for you to gain some familiarity with the output of the `generate_episode_from_limit_stochastic` function.*)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "for i in range(3):\n", + " print(generate_episode_from_limit_stochastic(env))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Now, you are ready to write your own implementation of MC prediction. Feel free to implement either first-visit or every-visit MC prediction; in the case of the Blackjack environment, the techniques are equivalent.\n", + "\n", + "Your algorithm has three arguments:\n", + "- `env`: This is an instance of an OpenAI Gym environment.\n", + "- `num_episodes`: This is the number of episodes that are generated through agent-environment interaction.\n", + "- `generate_episode`: This is a function that returns an episode of interaction.\n", + "- `gamma`: This is the discount rate. It must be a value between 0 and 1, inclusive (default value: `1`).\n", + "\n", + "The algorithm returns as output:\n", + "- `Q`: This is a dictionary (of one-dimensional arrays) where `Q[s][a]` is the estimated action value corresponding to state `s` and action `a`." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "def mc_prediction_q(env, num_episodes, generate_episode, gamma=1.0):\n", + " # initialize empty dictionaries of arrays\n", + " returns_sum = defaultdict(lambda: np.zeros(env.action_space.n))\n", + " N = defaultdict(lambda: np.zeros(env.action_space.n))\n", + " Q = defaultdict(lambda: np.zeros(env.action_space.n))\n", + " # loop over episodes\n", + " for i_episode in range(1, num_episodes+1):\n", + " # monitor progress\n", + " if i_episode % 1000 == 0:\n", + " print(\"\\rEpisode {}/{}.\".format(i_episode, num_episodes), end=\"\")\n", + " sys.stdout.flush()\n", + " \n", + " ## TODO: complete the function\n", + " \n", + " return Q" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Use the cell below to obtain the action-value function estimate $Q$. We have also plotted the corresponding state-value function.\n", + "\n", + "To check the accuracy of your implementation, compare the plot below to the corresponding plot in the solutions notebook **Monte_Carlo_Solution.ipynb**." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# obtain the action-value function\n", + "Q = mc_prediction_q(env, 500000, generate_episode_from_limit_stochastic)\n", + "\n", + "# obtain the corresponding state-value function\n", + "V_to_plot = dict((k,(k[0]>18)*(np.dot([0.8, 0.2],v)) + (k[0]<=18)*(np.dot([0.2, 0.8],v))) \\\n", + " for k, v in Q.items())\n", + "\n", + "# plot the state-value function\n", + "plot_blackjack_values(V_to_plot)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Part 2: MC Control\n", + "\n", + "In this section, you will write your own implementation of constant-$\\alpha$ MC control. \n", + "\n", + "Your algorithm has four arguments:\n", + "- `env`: This is an instance of an OpenAI Gym environment.\n", + "- `num_episodes`: This is the number of episodes that are generated through agent-environment interaction.\n", + "- `alpha`: This is the step-size parameter for the update step.\n", + "- `gamma`: This is the discount rate. It must be a value between 0 and 1, inclusive (default value: `1`).\n", + "\n", + "The algorithm returns as output:\n", + "- `Q`: This is a dictionary (of one-dimensional arrays) where `Q[s][a]` is the estimated action value corresponding to state `s` and action `a`.\n", + "- `policy`: This is a dictionary where `policy[s]` returns the action that the agent chooses after observing state `s`.\n", + "\n", + "(_Feel free to define additional functions to help you to organize your code._)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "def mc_control(env, num_episodes, alpha, gamma=1.0):\n", + " nA = env.action_space.n\n", + " # initialize empty dictionary of arrays\n", + " Q = defaultdict(lambda: np.zeros(nA))\n", + " # loop over episodes\n", + " for i_episode in range(1, num_episodes+1):\n", + " # monitor progress\n", + " if i_episode % 1000 == 0:\n", + " print(\"\\rEpisode {}/{}.\".format(i_episode, num_episodes), end=\"\")\n", + " sys.stdout.flush()\n", + " \n", + " ## TODO: complete the function\n", + " \n", + " return policy, Q" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Use the cell below to obtain the estimated optimal policy and action-value function. Note that you should fill in your own values for the `num_episodes` and `alpha` parameters." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# obtain the estimated optimal policy and action-value function\n", + "policy, Q = mc_control(env, ?, ?)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Next, we plot the corresponding state-value function." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "scrolled": true + }, + "outputs": [], + "source": [ + "# obtain the corresponding state-value function\n", + "V = dict((k,np.max(v)) for k, v in Q.items())\n", + "\n", + "# plot the state-value function\n", + "plot_blackjack_values(V)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Finally, we visualize the policy that is estimated to be optimal." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": {}, + "outputs": [], + "source": [ + "# plot the policy\n", + "plot_policy(policy)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The **true** optimal policy $\\pi_*$ can be found in Figure 5.2 of the [textbook](http://go.udacity.com/rl-textbook) (and appears below). Compare your final estimate to the optimal policy - how close are you able to get? If you are not happy with the performance of your algorithm, take the time to tweak the decay rate of $\\epsilon$, change the value of $\\alpha$, and/or run the algorithm for more episodes to attain better results.\n", + "\n", + "![True Optimal Policy](images/optimal.png)" + ] + } + ], + "metadata": { + "anaconda-cloud": {}, + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.6.4" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/monte-carlo/Monte_Carlo_Solution.ipynb b/monte-carlo/Monte_Carlo_Solution.ipynb new file mode 100644 index 0000000..6be2a5c --- /dev/null +++ b/monte-carlo/Monte_Carlo_Solution.ipynb @@ -0,0 +1,495 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "# Monte Carlo Methods\n", + "\n", + "In this notebook, you will write your own implementations of many Monte Carlo (MC) algorithms. \n", + "\n", + "While we have provided some starter code, you are welcome to erase these hints and write your code from scratch.\n", + "\n", + "### Part 0: Explore BlackjackEnv\n", + "\n", + "We begin by importing the necessary packages." + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": {}, + "outputs": [], + "source": [ + "import sys\n", + "import gym\n", + "import numpy as np\n", + "from collections import defaultdict\n", + "\n", + "from plot_utils import plot_blackjack_values, plot_policy" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Use the code cell below to create an instance of the [Blackjack](https://github.com/openai/gym/blob/master/gym/envs/toy_text/blackjack.py) environment." + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": {}, + "outputs": [], + "source": [ + "env = gym.make('Blackjack-v0')" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Each state is a 3-tuple of:\n", + "- the player's current sum $\\in \\{0, 1, \\ldots, 31\\}$,\n", + "- the dealer's face up card $\\in \\{1, \\ldots, 10\\}$, and\n", + "- whether or not the player has a usable ace (`no` $=0$, `yes` $=1$).\n", + "\n", + "The agent has two potential actions:\n", + "\n", + "```\n", + " STICK = 0\n", + " HIT = 1\n", + "```\n", + "Verify this by running the code cell below." + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Tuple(Discrete(32), Discrete(11), Discrete(2))\n", + "Discrete(2)\n" + ] + } + ], + "source": [ + "print(env.observation_space)\n", + "print(env.action_space)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Execute the code cell below to play Blackjack with a random policy. \n", + "\n", + "(_The code currently plays Blackjack three times - feel free to change this number, or to run the cell multiple times. The cell is designed for you to get some experience with the output that is returned as the agent interacts with the environment._)" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "(18, 7, False)\n", + "End game! Reward: 1.0\n", + "You won :)\n", + "\n", + "(18, 8, False)\n", + "(20, 8, False)\n", + "End game! Reward: -1\n", + "You lost :(\n", + "\n", + "(20, 3, False)\n", + "End game! Reward: 1.0\n", + "You won :)\n", + "\n" + ] + } + ], + "source": [ + "for i_episode in range(3):\n", + " state = env.reset()\n", + " while True:\n", + " print(state)\n", + " action = env.action_space.sample()\n", + " state, reward, done, info = env.step(action)\n", + " if done:\n", + " print('End game! Reward: ', reward)\n", + " print('You won :)\\n') if reward > 0 else print('You lost :(\\n')\n", + " break" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Part 1: MC Prediction\n", + "\n", + "In this section, you will write your own implementation of MC prediction (for estimating the action-value function). \n", + "\n", + "We will begin by investigating a policy where the player _almost_ always sticks if the sum of her cards exceeds 18. In particular, she selects action `STICK` with 80% probability if the sum is greater than 18; and, if the sum is 18 or below, she selects action `HIT` with 80% probability. The function `generate_episode_from_limit_stochastic` samples an episode using this policy. \n", + "\n", + "The function accepts as **input**:\n", + "- `bj_env`: This is an instance of OpenAI Gym's Blackjack environment.\n", + "\n", + "It returns as **output**:\n", + "- `episode`: This is a list of (state, action, reward) tuples (of tuples) and corresponds to $(S_0, A_0, R_1, \\ldots, S_{T-1}, A_{T-1}, R_{T})$, where $T$ is the final time step. In particular, `episode[i]` returns $(S_i, A_i, R_{i+1})$, and `episode[i][0]`, `episode[i][1]`, and `episode[i][2]` return $S_i$, $A_i$, and $R_{i+1}$, respectively." + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": {}, + "outputs": [], + "source": [ + "def generate_episode_from_limit_stochastic(bj_env):\n", + " episode = []\n", + " state = bj_env.reset()\n", + " while True:\n", + " probs = [0.8, 0.2] if state[0] > 18 else [0.2, 0.8]\n", + " action = np.random.choice(np.arange(2), p=probs)\n", + " next_state, reward, done, info = bj_env.step(action)\n", + " episode.append((state, action, reward))\n", + " state = next_state\n", + " if done:\n", + " break\n", + " return episode" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Execute the code cell below to play Blackjack with the policy. \n", + "\n", + "(*The code currently plays Blackjack three times - feel free to change this number, or to run the cell multiple times. The cell is designed for you to gain some familiarity with the output of the `generate_episode_from_limit_stochastic` function.*)" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "[((17, 7, False), 0, -1.0)]\n", + "[((20, 8, False), 0, 1.0)]\n", + "[((16, 5, True), 1, 0), ((16, 5, False), 1, -1)]\n" + ] + } + ], + "source": [ + "for i in range(3):\n", + " print(generate_episode_from_limit_stochastic(env))" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Now, you are ready to write your own implementation of MC prediction. Feel free to implement either first-visit or every-visit MC prediction; in the case of the Blackjack environment, the techniques are equivalent.\n", + "\n", + "Your algorithm has three arguments:\n", + "- `env`: This is an instance of an OpenAI Gym environment.\n", + "- `num_episodes`: This is the number of episodes that are generated through agent-environment interaction.\n", + "- `generate_episode`: This is a function that returns an episode of interaction.\n", + "- `gamma`: This is the discount rate. It must be a value between 0 and 1, inclusive (default value: `1`).\n", + "\n", + "The algorithm returns as output:\n", + "- `Q`: This is a dictionary (of one-dimensional arrays) where `Q[s][a]` is the estimated action value corresponding to state `s` and action `a`." + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": {}, + "outputs": [], + "source": [ + "def mc_prediction_q(env, num_episodes, generate_episode, gamma=1.0):\n", + " # initialize empty dictionaries of arrays\n", + " returns_sum = defaultdict(lambda: np.zeros(env.action_space.n))\n", + " N = defaultdict(lambda: np.zeros(env.action_space.n))\n", + " Q = defaultdict(lambda: np.zeros(env.action_space.n))\n", + " # loop over episodes\n", + " for i_episode in range(1, num_episodes+1):\n", + " # monitor progress\n", + " if i_episode % 1000 == 0:\n", + " print(\"\\rEpisode {}/{}.\".format(i_episode, num_episodes), end=\"\")\n", + " sys.stdout.flush()\n", + " # generate an episode\n", + " episode = generate_episode(env)\n", + " # obtain the states, actions, and rewards\n", + " states, actions, rewards = zip(*episode)\n", + " # prepare for discounting\n", + " discounts = np.array([gamma**i for i in range(len(rewards)+1)])\n", + " # update the sum of the returns, number of visits, and action-value \n", + " # function estimates for each state-action pair in the episode\n", + " for i, state in enumerate(states):\n", + " returns_sum[state][actions[i]] += sum(rewards[i:]*discounts[:-(1+i)])\n", + " N[state][actions[i]] += 1.0\n", + " Q[state][actions[i]] = returns_sum[state][actions[i]] / N[state][actions[i]]\n", + " return Q" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Use the cell below to obtain the action-value function estimate $Q$. We have also plotted the corresponding state-value function.\n", + "\n", + "To check the accuracy of your implementation, compare the plot below to the corresponding plot in the solutions notebook **Monte_Carlo_Solution.ipynb**." + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Episode 500000/500000." + ] + }, + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# obtain the action-value function\n", + "Q = mc_prediction_q(env, 500000, generate_episode_from_limit_stochastic)\n", + "\n", + "# obtain the corresponding state-value function\n", + "V_to_plot = dict((k,(k[0]>18)*(np.dot([0.8, 0.2],v)) + (k[0]<=18)*(np.dot([0.2, 0.8],v))) \\\n", + " for k, v in Q.items())\n", + "\n", + "# plot the state-value function\n", + "plot_blackjack_values(V_to_plot)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "### Part 2: MC Control\n", + "\n", + "In this section, you will write your own implementation of constant-$\\alpha$ MC control. \n", + "\n", + "Your algorithm has four arguments:\n", + "- `env`: This is an instance of an OpenAI Gym environment.\n", + "- `num_episodes`: This is the number of episodes that are generated through agent-environment interaction.\n", + "- `alpha`: This is the step-size parameter for the update step.\n", + "- `gamma`: This is the discount rate. It must be a value between 0 and 1, inclusive (default value: `1`).\n", + "\n", + "The algorithm returns as output:\n", + "- `Q`: This is a dictionary (of one-dimensional arrays) where `Q[s][a]` is the estimated action value corresponding to state `s` and action `a`.\n", + "- `policy`: This is a dictionary where `policy[s]` returns the action that the agent chooses after observing state `s`.\n", + "\n", + "(_Feel free to define additional functions to help you to organize your code._)" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": {}, + "outputs": [], + "source": [ + "def generate_episode_from_Q(env, Q, epsilon, nA):\n", + " \"\"\" generates an episode from following the epsilon-greedy policy \"\"\"\n", + " episode = []\n", + " state = env.reset()\n", + " while True:\n", + " action = np.random.choice(np.arange(nA), p=get_probs(Q[state], epsilon, nA)) \\\n", + " if state in Q else env.action_space.sample()\n", + " next_state, reward, done, info = env.step(action)\n", + " episode.append((state, action, reward))\n", + " state = next_state\n", + " if done:\n", + " break\n", + " return episode\n", + "\n", + "def get_probs(Q_s, epsilon, nA):\n", + " \"\"\" obtains the action probabilities corresponding to epsilon-greedy policy \"\"\"\n", + " policy_s = np.ones(nA) * epsilon / nA\n", + " best_a = np.argmax(Q_s)\n", + " policy_s[best_a] = 1 - epsilon + (epsilon / nA)\n", + " return policy_s\n", + "\n", + "def update_Q(env, episode, Q, alpha, gamma):\n", + " \"\"\" updates the action-value function estimate using the most recent episode \"\"\"\n", + " states, actions, rewards = zip(*episode)\n", + " # prepare for discounting\n", + " discounts = np.array([gamma**i for i in range(len(rewards)+1)])\n", + " for i, state in enumerate(states):\n", + " old_Q = Q[state][actions[i]] \n", + " Q[state][actions[i]] = old_Q + alpha*(sum(rewards[i:]*discounts[:-(1+i)]) - old_Q)\n", + " return Q" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "metadata": {}, + "outputs": [], + "source": [ + "def mc_control(env, num_episodes, alpha, gamma=1.0, eps_start=1.0, eps_decay=.99999, eps_min=0.05):\n", + " nA = env.action_space.n\n", + " # initialize empty dictionary of arrays\n", + " Q = defaultdict(lambda: np.zeros(nA))\n", + " epsilon = eps_start\n", + " # loop over episodes\n", + " for i_episode in range(1, num_episodes+1):\n", + " # monitor progress\n", + " if i_episode % 1000 == 0:\n", + " print(\"\\rEpisode {}/{}.\".format(i_episode, num_episodes), end=\"\")\n", + " sys.stdout.flush()\n", + " # set the value of epsilon\n", + " epsilon = max(epsilon*eps_decay, eps_min)\n", + " # generate an episode by following epsilon-greedy policy\n", + " episode = generate_episode_from_Q(env, Q, epsilon, nA)\n", + " # update the action-value function estimate using the episode\n", + " Q = update_Q(env, episode, Q, alpha, gamma)\n", + " # determine the policy corresponding to the final action-value function estimate\n", + " policy = dict((k,np.argmax(v)) for k, v in Q.items())\n", + " return policy, Q" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Use the cell below to obtain the estimated optimal policy and action-value function. Note that you should fill in your own values for the `num_episodes` and `alpha` parameters." + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Episode 500000/500000." + ] + } + ], + "source": [ + "# obtain the estimated optimal policy and action-value function\n", + "policy, Q = mc_control(env, 500000, 0.02)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Next, we plot the corresponding state-value function." + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": { + "scrolled": true + }, + "outputs": [ + { + "data": { + "image/png": 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\n", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# obtain the corresponding state-value function\n", + "V = dict((k,np.max(v)) for k, v in Q.items())\n", + "\n", + "# plot the state-value function\n", + "plot_blackjack_values(V)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Finally, we visualize the policy that is estimated to be optimal." + ] + }, + { + "cell_type": "code", + "execution_count": 13, + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# plot the policy\n", + "plot_policy(policy)" + ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "The **true** optimal policy $\\pi_*$ can be found in Figure 5.2 of the [textbook](http://go.udacity.com/rl-textbook) (and appears below). Compare your final estimate to the optimal policy - how close are you able to get? If you are not happy with the performance of your algorithm, take the time to tweak the decay rate of $\\epsilon$, change the value of $\\alpha$, and/or run the algorithm for more episodes to attain better results.\n", + "\n", + "![True Optimal Policy](images/optimal.png)" + ] + } + ], + "metadata": { + "anaconda-cloud": {}, + "kernelspec": { + "display_name": "Python 3", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.6.4" + } + }, + "nbformat": 4, + "nbformat_minor": 2 +} diff --git a/monte-carlo/README.md b/monte-carlo/README.md new file mode 100644 index 0000000..6e75ac3 --- /dev/null +++ b/monte-carlo/README.md @@ -0,0 +1,5 @@ +# Monte Carlo Methods + +### Instructions + +Follow the instructions in `Monte_Carlo.ipynb` to write your own implementations of many Monte Carlo methods! 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np.arange(11, 22) + y_range = np.arange(1, 11) + X, Y = np.meshgrid(x_range, y_range) + + Z = np.array([get_Z(x,y,usable_ace) for x,y in zip(np.ravel(X), np.ravel(Y))]).reshape(X.shape) + + surf = ax.plot_surface(X, Y, Z, rstride=1, cstride=1, cmap=plt.cm.coolwarm, vmin=-1.0, vmax=1.0) + ax.set_xlabel('Player\'s Current Sum') + ax.set_ylabel('Dealer\'s Showing Card') + ax.set_zlabel('State Value') + ax.view_init(ax.elev, -120) + + fig = plt.figure(figsize=(20, 20)) + ax = fig.add_subplot(211, projection='3d') + ax.set_title('Usable Ace') + get_figure(True, ax) + ax = fig.add_subplot(212, projection='3d') + ax.set_title('No Usable Ace') + get_figure(False, ax) + plt.show() + +def plot_policy(policy): + + def get_Z(x, y, usable_ace): + if (x,y,usable_ace) in policy: + return policy[x,y,usable_ace] + else: + return 1 + + def get_figure(usable_ace, ax): + x_range = np.arange(11, 22) + y_range = np.arange(10, 0, -1) + X, Y = np.meshgrid(x_range, y_range) + Z = np.array([[get_Z(x,y,usable_ace) for x in x_range] for y in y_range]) + surf = ax.imshow(Z, cmap=plt.get_cmap('Pastel2', 2), vmin=0, vmax=1, extent=[10.5, 21.5, 0.5, 10.5]) + plt.xticks(x_range) + plt.yticks(y_range) + plt.gca().invert_yaxis() + ax.set_xlabel('Player\'s Current Sum') + ax.set_ylabel('Dealer\'s Showing Card') + ax.grid(color='w', linestyle='-', linewidth=1) + divider = make_axes_locatable(ax) + cax = divider.append_axes("right", size="5%", pad=0.1) + cbar = plt.colorbar(surf, ticks=[0,1], cax=cax) + cbar.ax.set_yticklabels(['0 (STICK)','1 (HIT)']) + + fig = plt.figure(figsize=(15, 15)) + ax = fig.add_subplot(121) + ax.set_title('Usable Ace') + get_figure(True, ax) + ax = fig.add_subplot(122) + ax.set_title('No Usable Ace') + get_figure(False, ax) + plt.show() \ No newline at end of file diff --git a/notations.pdf b/notations.pdf new file mode 100644 index 0000000000000000000000000000000000000000..62ecfb87c7f905cd089a24a63343a83b5e2a24d3 GIT binary patch literal 753153 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