{ "cells": [ { "cell_type": "markdown", "id": "e01e06b2e79cccf3", "metadata": {}, "source": [ "# Walkthrough Tutorial: Modelling Emergent Communication\n", "\n", "
Communication was successful!.
')\n", " else:\n", " target_entity = listener.task.scene[speaker.task.target_index]\n", " neural_module_name = listener.configuration[\"primitives\"][listener.task.primitive]\n", " listener.concept, _ = classify_image(target_entity, listener.neural_modules[neural_module_name])\n", " mapped_concept = listener.category_mapping[listener.concept]\n", " new_cxn = listener.learn(listener.utterance, mapped_concept) #repeated invention possible!\n", " if silent is not True:\n", " fcg.add_element_to_web_interface('Communication was unsuccessful!.
')\n", " fcg.add_element_to_web_interface('The speaker points to the topic entity:
.')\n", " image = target_entity * 255\n", " fcg.render_image_in_web_interface(image.squeeze().tolist())\n", " fcg.add_element_to_web_interface(\"The listener conceptualises the target in terms of category \" + str(mapped_concept) + \" and creates the following construction:
\")\n", " new_cxn.show_in_web_interface()\n", "\n", " # Reward the agents, positively and/or negatively\n", " speaker.reward()\n", " listener.reward()" ] }, { "cell_type": "code", "execution_count": 9, "id": "7a91615c48e4d7c2", "metadata": {}, "outputs": [], "source": [ "class Task:\n", " pass\n", "\n", "class DescriptionTask(Task):\n", " \"\"\"Given a context of entities, describe a given target entity.\"\"\"\n", " primitive = \"describe\"\n", "\n", " def __init__(self, agent, scene, target_index):\n", " self.agent = agent\n", " self.scene = scene\n", " self.target_index = target_index\n", "\n", " def run_task(self, silent=True):\n", " \"\"\"Run description task: conceptualise target entity (classify image) and formulate utterance.\"\"\"\n", " target_entity = self.scene[self.target_index]\n", "\n", " if silent is not True:\n", " fcg.add_element_to_web_interface(\"The speaker conceptualises the target in terms of category \" + str(mapped_concept) + \".
\")\n", " fcg.add_element_to_web_interface(\"The speaker applied the following construction(s):
\")\n", " self.agent.applied_cxn.show_in_web_interface()\n", " fcg.add_element_to_web_interface(\"and utters:
\")\n", " fcg.add_element_to_web_interface('\"' + self.agent.utterance + '\"
')\n", "\n", " if self.agent.utterance is None:\n", " self.agent.learn(fcg.generate_word_form(), mapped_concept)\n", " self.agent.utterance = self.agent.formulate([[\"concept\", mapped_concept]])\n", " \n", " if silent is not True:\n", " fcg.add_element_to_web_interface(\"The speaker invents the following construction(s):
\")\n", " self.agent.applied_cxn.show_in_web_interface()\n", " fcg.add_element_to_web_interface(\"and utters:
\")\n", " fcg.add_element_to_web_interface('\"' + self.agent.utterance + '\"
')\n", "\n", " return self.agent.utterance\n", "\n", "def classify_image(image, neural_net):\n", " \"\"\"Classify image using neural net, and return label and probability of prediction.\"\"\"\n", " global DEVICE\n", " image = image.float().to(DEVICE)\n", " output = neural_net(image.unsqueeze(0))\n", " prediction = torch.argmax(output).item()\n", " softmax = torch.nn.Softmax(dim=1)\n", " probabilities = softmax(output)\n", " prediction_probability = probabilities[0][prediction].item()\n", " return prediction, prediction_probability\n", "\n", "\n", "class PointingTask(Task):\n", " \"\"\"Given an utterance and a context of entities, point to the target entity.\"\"\"\n", "\n", " primitive = \"point\"\n", "\n", " def __init__(self, agent, scene):\n", " self.agent = agent\n", " self.scene = scene\n", "\n", " def run_task(self, utterance, silent=True):\n", " \"\"\"Run pointing task: comprehend utterance and retrieve entity in the scene. Return target index.\"\"\"\n", " target_index = None\n", "\n", " if silent is not True:\n", " fcg.add_element_to_web_interface(\"The listener could not comprehend the utterance.
\")\n", "\n", " if listener_comprehension_result:\n", " self.agent.concept = listener_comprehension_result[0][1]\n", " neural_module_name = self.agent.configuration[\"primitives\"][self.primitive]\n", " highest_probability = 0.0\n", " for i in range(0, len(self.scene)):\n", " entity = self.scene[i]\n", " prediction, probability = classify_image(entity, self.agent.neural_modules[neural_module_name])\n", " mapped_prediction = self.agent.category_mapping[prediction]\n", " if mapped_prediction == self.agent.concept:\n", " if probability > highest_probability:\n", " highest_probability = probability\n", " target_index = i\n", " \n", " if silent is not True:\n", " fcg.add_element_to_web_interface(\"The listener applies the following construction(s):
\")\n", " self.agent.applied_cxn.show_in_web_interface()\n", " fcg.add_element_to_web_interface(\"The listener looks for an entity of category \" + str(self.agent.concept) + \" in the scene.
\")\n", " fcg.add_element_to_web_interface(\"The listener points to the entity:
\")\n", " target_entity = self.scene[target_index]\n", " image = target_entity * 255\n", " fcg.render_image_in_web_interface(image.squeeze().tolist())\n", " \n", " return target_index" ] }, { "cell_type": "markdown", "id": "0d2bf806", "metadata": {}, "source": [ "## Monitoring and Plotting" ] }, { "cell_type": "code", "execution_count": 10, "id": "8b442d662a4083cd", "metadata": {}, "outputs": [], "source": [ "from itertools import islice\n", "\n", "MONITORS = {}\n", "\n", "def notify(monitor, value):\n", " \"\"\" Notify will add 'value' to the 'monitor' key in the global variable MONITORS. \"\"\"\n", " global MONITORS\n", " if monitor in MONITORS:\n", " MONITORS[monitor].append(value)\n", " else:\n", " MONITORS[monitor] = [value]\n", "\n", "\n", "def window(seq, n=2):\n", " \"\"\" Returns a sliding window (of width n) over the data from the sequence. \"\"\"\n", " it = iter(seq)\n", " result = tuple(islice(it, n))\n", " if len(result) == n:\n", " yield result\n", " for elem in it:\n", " result = result[1:] + (elem,)\n", " yield result\n", "\n", "\n", "def make_plot_points(monitors, window_size=100):\n", " \"\"\" Creates a new dictionary with the averages of the sliding windows, using the same keys as the monitors. \"\"\"\n", " plot_points = {}\n", " for key in monitors:\n", " plot_points[key] = []\n", " generator = window(monitors[key], n=window_size)\n", " for w in generator:\n", " plot_points[key].append(np.mean(w))\n", " return plot_points" ] }, { "cell_type": "markdown", "id": "a8acf7da", "metadata": {}, "source": [ "## Running an experiment" ] }, { "cell_type": "markdown", "id": "aa79a32d", "metadata": {}, "source": [ "A new experiment can be run by first creating a new instance of the `GroundedNGExperiment` class, passing the desired configuration." ] }, { "cell_type": "code", "execution_count": 11, "id": "eec125deedb70773", "metadata": { "ExecuteTime": { "end_time": "2025-10-16T09:34:16.928371Z", "start_time": "2025-10-16T09:34:16.793363Z" } }, "outputs": [], "source": [ "CONFIGURATION = {'learn_prelinguistic_categorisation': False,\n", " 'nr_of_epochs' : 5,\n", " 'learning_rate' : 0.00001,\n", " 'nr_of_agents' : 5,\n", " 'cxn_positive_reward' : 0.1,\n", " 'cxn_negative_reward' : 0.2,\n", " 'nr_of_entities' : 3,\n", " 'nr_of_categories': 40,\n", " 'world' : 'OlivettiLgData()',\n", " 'interaction' : 'DescribeAndPointInteraction',\n", " 'neural_modules' : ['DescribeNetOlivetti'],\n", " 'primitives' : {'describe': 'DescribeNetOlivetti',\n", " 'point': 'DescribeNetOlivetti'}}\n", "\n", "experiment = GroundedNGExperiment(CONFIGURATION)" ] }, { "cell_type": "markdown", "id": "c8460bc3", "metadata": {}, "source": [ "We now run the prelinguistic stage, where agents learn to tell individuals apart. If you want to save some time and electricity, you can also load pre-trained models (for 5 agents - about 5GB download)): " ] }, { "cell_type": "code", "execution_count": 12, "id": "d552279f", "metadata": {}, "outputs": [], "source": [ "# Download pretrained models\n", "models = fcg.load_resource('groundedngmodels.zip', target_directory=\".\")\n", "if not os.path.isfile('models/DescribeNetOlivetti-4.pt'):\n", " fcg.fcg_go_bridge.unzip(models,\".\")" ] }, { "cell_type": "code", "execution_count": 13, "id": "3ab622c07570548d", "metadata": {}, "outputs": [], "source": [ "# Run prelinguistic stage using pretrained models:\n", "experiment.run_prelinguistic_stage(learn_prelinguistic_categorisation=False)\n", "\n", "# Run prelinguistic stage from scratch:\n", "# experiment.run_prelinguistic_stage(learn_prelinguistic_categorisation=True)" ] }, { "cell_type": "markdown", "id": "6bcfab71", "metadata": {}, "source": [ "We run 5000 situated communicative interactions:" ] }, { "cell_type": "code", "execution_count": 14, "id": "06af9e0d", "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "|████████████████████████████████████████| 5000/5000 [100%] in 5:12.1 (16.02/s) \n" ] } ], "source": [ "experiment.run_series(5000)" ] }, { "cell_type": "markdown", "id": "49ddea10", "metadata": {}, "source": [ "And we trace the 5001st interaction in the web interface:" ] }, { "cell_type": "code", "execution_count": 15, "id": "28f5fb9f", "metadata": {}, "outputs": [], "source": [ "fcg.start_web_interface()\n", "experiment.run_interaction()" ] }, { "cell_type": "markdown", "id": "81767e07", "metadata": {}, "source": [ "The dynamics of an experiment are continuously monitored while running a series of interactions. The outcome of each individual interaction is recorded by the `run_interaction` method in terms of three metrics. The first metric quantifies *communicative success* as a binary measure, reflecting whether the listener agent indeed pointed to the target of the conversation. The second metric records the *average number of constructions* in the grammars of the agents. The third metric quantifies the *conventionality* of the uttered form, reflecting whether the listener agent would have uttered the same form under the same circumstances if it would have been assigned the speaker role. We demonstrate here the use of `matplotlib` as implemented by the `GroundedNGExperiment.plot_results()` method, which plots the the degree of communicative success, degree of conventionality and average number of constructions as a function of the number of interactions that have taken place, using a sliding window of a chosen number of interactions:\n" ] }, { "cell_type": "code", "execution_count": 16, "id": "b5bc938e", "metadata": {}, "outputs": [ { "data": { "image/png": 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", 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