{
  "cells": [
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "qsIwEUqxodIw"
      },
      "source": [
        "# 2A - Language model refresher\n",
        "\n",
        "[![View filled on Github](https://img.shields.io/static/v1.svg?logo=github&label=Repo&message=View%20On%20Github&color=lightgrey)](https://github.com/annabavaresco/ancm2024/blob/main/docs/week_2/2A_Language_Model_Refresher.ipynb)\n",
        "[![View filled in Colab](https://colab.research.google.com/assets/colab-badge.svg)](https://colab.research.google.com/github/annabavaresco/ancm2024/blob/main/docs/week_2/2A_Language_Model_Refresher.ipynb)\n",
        "\n",
        "_by Marianne de Heer Kloots, September 2022; based on [ICCN-language tutorial 2021](https://clclab.github.io/ANCM/05_extra_lab_ICCN-EyeTracking.html)_\n",
        "\n",
        "---\n",
        "\n",
        "The first part of today's tutorial contains some exercises to refresh your memory about word embeddings and language models. (You might recognize them if you've taken the ICCN course, feel free to skip to the surprisal section if you don't need a refresher.)\n",
        "\n",
        "These are just exercises to familiarize yourself with language models; you'll find the assignment(s) for your portfolio at the end of the other notebook(s)."
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "jA2Tm1wdoXju"
      },
      "outputs": [],
      "source": [
        "%%capture\n",
        "!pip install -q numpy pandas seaborn matplotlib torch transformers scipy scprep"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "vNvLjFpVpjWa"
      },
      "outputs": [],
      "source": [
        "import scipy.io\n",
        "import torch\n",
        "from torch.nn import functional as F\n",
        "import numpy as np\n",
        "import math\n",
        "import pandas as pd\n",
        "import plotly.express as px\n",
        "import scprep\n",
        "import itertools\n",
        "import matplotlib.pyplot as plt\n",
        "import seaborn as sns\n",
        "from scipy import stats\n",
        "from scipy.spatial.distance import cosine, euclidean, pdist, squareform, is_valid_dm, cdist\n",
        "from collections import defaultdict\n",
        "from transformers import AutoModel, AutoModelForCausalLM, AutoTokenizer"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "37LpZgDfp6P7"
      },
      "outputs": [],
      "source": [
        "#@title Helper functions\n",
        "def get_vectors(model, tokenizer, texts):\n",
        "  \"\"\"\n",
        "  Return vector embeddings for each text in texts, for each layer of the model.\n",
        "  \"\"\"\n",
        "  text_words = []\n",
        "  text_vecs = defaultdict(list)\n",
        "\n",
        "  for text in texts:\n",
        "    encoded = tokenizer(text, return_tensors=\"pt\")\n",
        "    input_ids = encoded['input_ids']\n",
        "    attention_mask = encoded['attention_mask']\n",
        "    output = model(input_ids=input_ids, attention_mask=attention_mask)\n",
        "    states = output.hidden_states\n",
        "    token_len = attention_mask.sum().item()\n",
        "    decoded = tokenizer.convert_ids_to_tokens(input_ids[0], skip_special_tokens=False)\n",
        "\n",
        "    if \"GPT2\" in str(model):\n",
        "      word_indices = np.array(list(map(lambda e: -1 if e is None else e, encoded.word_ids())))[:token_len]\n",
        "      word_groups = np.split(np.arange(word_indices.shape[0]), np.unique(word_indices, return_index=True)[1])[1:]\n",
        "      text_words.append([\"\".join(list(map(lambda t: t[1:] if t[:1] == \"Ġ\" else t, np.array(decoded)[g]))) for g in word_groups])\n",
        "      num_layers = len(model.base_model.h)\n",
        "      emb_layer = model.wte\n",
        "\n",
        "    elif \"Bert\" in str(model):\n",
        "      word_indices = np.array(list(map(lambda e: -1 if e is None else e, encoded.word_ids())))[1:token_len - 1]\n",
        "      word_groups = np.split(np.arange(word_indices.shape[0]) + 1, np.unique(word_indices, return_index=True)[1])[1:]\n",
        "      text_words.append([\"\".join(list(map(lambda t: t[2:] if t[:2] == \"##\" else t, np.array(decoded)[g]))) for g in word_groups])\n",
        "\n",
        "      if \"DistilBert\" in str(model):\n",
        "        num_layers = len(model.base_model.transformer.layer)\n",
        "\n",
        "      else:\n",
        "        num_layers = len(model.base_model.encoder.layer)\n",
        "      emb_layer = model.embeddings.word_embeddings\n",
        "\n",
        "    else:\n",
        "      return NotImplementedError\n",
        "\n",
        "    for layer in range(0,num_layers+1):\n",
        "      text_tokens_output = torch.stack([\n",
        "          torch.stack([\n",
        "              # model layer embedding\n",
        "              states[layer].detach()[:, token_ids_word].mean(axis=1)\n",
        "              if layer > 0 else\n",
        "              # input embedding\n",
        "              emb_layer(input_ids)[:, token_ids_word].mean(axis=1)\n",
        "              ]).sum(axis=0).squeeze()\n",
        "              for token_ids_word in word_groups\n",
        "      ])\n",
        "      text_vecs[layer].append(text_tokens_output.numpy())\n",
        "\n",
        "  for layer in range(0,num_layers+1):\n",
        "    text_vecs[layer] = np.vstack(text_vecs[layer])\n",
        "\n",
        "  return text_vecs\n",
        "\n",
        "def compute_distance_matrices(vecs, measure):\n",
        "  distance_matrices = [\n",
        "    cdist(vecs[i], vecs[i], measure).round(10)\n",
        "        for i in range(len(vecs))\n",
        "  ]\n",
        "  return distance_matrices\n",
        "\n",
        "def plot_sentence_RDMs(sentences, distance_matrices, model_name, tokenizer):\n",
        "  labels = [tokenizer.convert_ids_to_tokens(ids) for ids in tokenizer(sentences)['input_ids']][0][1:-1]\n",
        "\n",
        "  plot_data = [\n",
        "      (\"xy\", 0, \"input embeddings\"),\n",
        "      (\"x\", 1, \"layer 1\"),\n",
        "      (\"xy\", 5, \"layer 5\"),\n",
        "      (\"x\", 11, \"layer 11\"),\n",
        "  ]\n",
        "\n",
        "  fig, axes = plt.subplots(nrows=2, ncols=2, figsize=(18, 24))\n",
        "  fig.suptitle(model_name + ': distance matrices between word embeddings', y=0.9, weight='bold')\n",
        "\n",
        "  for subplot, (label_axes, matrix_index, title) in zip(itertools.chain.from_iterable(axes), plot_data):\n",
        "      heatmap_args = dict(\n",
        "          linewidth=1,\n",
        "          annot = np.array([[f\"{v:.2f}\" if (v == 0 or len(str(v)) > 4)\n",
        "          else f\"{v:.1f}\" for v in r] for r in distance_matrices[matrix_index]]),\n",
        "          annot_kws={\"size\":6.5},\n",
        "          fmt=\"\",\n",
        "          cmap = 'magma_r',\n",
        "          xticklabels=labels,\n",
        "          yticklabels=labels,\n",
        "      )\n",
        "\n",
        "      heatmap = sns.heatmap(distance_matrices[matrix_index], ax=subplot, **heatmap_args)\n",
        "      subplot.set_title(title)\n",
        "      for axis in [x for x in \"xy\" if x not in label_axes]:\n",
        "          getattr(subplot, f\"{axis}axis\").set_visible(False)\n",
        "      subplot.set_yticklabels(labels, rotation=0)\n",
        "      subplot.set_xticklabels(labels, rotation=90)\n",
        "  plt.show()\n",
        "\n",
        "def my_correlation_rsa(DM1, DM2, method='spearman'):\n",
        "    \"\"\"\n",
        "    Compute representational similarity between two distance matrices.\n",
        "    \"\"\"\n",
        "    # selection elements of the upper triangle\n",
        "    elements1 = DM1[np.triu_indices(DM1.shape[1],k=1)]\n",
        "    elements2 = DM2[np.triu_indices(DM2.shape[1],k=1)]\n",
        "\n",
        "    # compute correlation\n",
        "    if method == 'pearson':\n",
        "        correlation_of_similarities = stats.pearsonr(elements1, elements2)\n",
        "    elif method == 'spearman':\n",
        "        correlation_of_similarities = stats.spearmanr(elements1, elements2)\n",
        "    else:\n",
        "        return NotImplementedError\n",
        "\n",
        "    return correlation_of_similarities\n",
        "\n",
        "def RSA_matrix(distance_matrices, method='spearman'):\n",
        "    # create the matrix to fill with the results\n",
        "    result_matrix = np.ones((len(distance_matrices), len(distance_matrices)))\n",
        "    for left_ix, right_ix in itertools.combinations(range(len(distance_matrices)), 2):\n",
        "        left = distance_matrices[left_ix]\n",
        "        right = distance_matrices[right_ix]\n",
        "        # compute RS\n",
        "        correlation, p_value = my_correlation_rsa(left, right, method=method)\n",
        "        # put the result in the matrix\n",
        "        result_matrix[left_ix][right_ix] = correlation\n",
        "        # (optionally) also in the other triangle\n",
        "        result_matrix[right_ix][left_ix] = correlation\n",
        "    return result_matrix\n",
        "\n",
        "def plot_RSA(result_matrix, model_name, dist_method):\n",
        "    layer_labels = [\"input embedding\"] + [\"layer \" + str(l) for l in range(1, len(result_matrix))]\n",
        "    plt.figure(figsize = (10,6))\n",
        "    ax = sns.heatmap(result_matrix, annot = True,\n",
        "                    cmap = 'magma_r',\n",
        "                    xticklabels=layer_labels,\n",
        "                    yticklabels=layer_labels )\n",
        "    ax.set_title(f'RSA: {model_name} embeddings across layers ({dist_method})')\n",
        "    plt.show()\n",
        "    plt.close()"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "hMRNBq4XoqPd"
      },
      "source": [
        "## Using pre-trained large language models\n",
        "\n",
        "**Exercise 1. Word embeddings with pen & paper**\n",
        "\n",
        "Before running the pretrained language models that we downloaded, let's first consider what word embeddings are and how they can represent useful information about the meaning (and grammatical properties) of words.\n",
        "\n",
        "Consider the following words: `boy`, `girl`, `man`, `woman`, `king`, `queen`, `prince`, `princess`.\n",
        "\n",
        "With pen & paper (!), draw a 3 dimensional 'semantic space' that could represent the distinctions between these words. Position each of the words in the space (assuming a word like 'father' is, most of the time 'non-royal')."
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "MHj1bKNEpn-g"
      },
      "source": [
        "**Exercise 2. Word embeddings from a large language model**\n",
        "\n",
        "Now we'll have a look at the learned static input embeddings of a language model. We can visualize the high-dimensional embeddings by running a standard dimensionality reduction technique, PCA, on them and plotting the position of each word in space consisting of the first three principal components.\n",
        "\n",
        "We will first work with a variant of BERT, a state-of-the-art language model trained for English. BERT was the first widely successful transformer-based language model and remains highly influential. BERT is a so-called 'masked language model'. *Masked language models* are trained to fill in a gap in a sentence, given both prior and future context. For example, the model is given  sentences like \"The dog [MASK] loudly\", and learns to predict \"barked\" (or another word) at the masked position — based on both \"the dog\" and \"loudly\"."
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          "text": [
            "/usr/local/lib/python3.10/dist-packages/huggingface_hub/utils/_token.py:89: UserWarning: \n",
            "The secret `HF_TOKEN` does not exist in your Colab secrets.\n",
            "To authenticate with the Hugging Face Hub, create a token in your settings tab (https://huggingface.co/settings/tokens), set it as secret in your Google Colab and restart your session.\n",
            "You will be able to reuse this secret in all of your notebooks.\n",
            "Please note that authentication is recommended but still optional to access public models or datasets.\n",
            "  warnings.warn(\n"
          ]
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          "data": {
            "text/plain": [
              "<torch.autograd.grad_mode.set_grad_enabled at 0x7c6b5ec1e3e0>"
            ]
          },
          "execution_count": 4,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "# load the model and tokenizer\n",
        "model_name = 'bert-base-uncased'\n",
        "\n",
        "model = AutoModel.from_pretrained(model_name,\n",
        "            output_hidden_states=True,\n",
        "            output_attentions=True)\n",
        "tokenizer = AutoTokenizer.from_pretrained(model_name)\n",
        "\n",
        "torch.set_grad_enabled(False)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "fZb9FmAIp3AK",
        "outputId": "baba79dd-eecb-407f-e5fa-313b946043c9"
      },
      "outputs": [
        {
          "name": "stderr",
          "output_type": "stream",
          "text": [
            "BertSdpaSelfAttention is used but `torch.nn.functional.scaled_dot_product_attention` does not support non-absolute `position_embedding_type` or `output_attentions=True` or `head_mask`. Falling back to the manual attention implementation, but specifying the manual implementation will be required from Transformers version v5.0.0 onwards. This warning can be removed using the argument `attn_implementation=\"eager\"` when loading the model.\n"
          ]
        }
      ],
      "source": [
        "# words to compute embeddings for\n",
        "words = [\"boy\", \"girl\", \"man\", \"woman\", \"king\", \"queen\", \"prince\", \"princess\"]\n",
        "word_vecs = get_vectors(model, tokenizer, words)"
      ]
    },
    {
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          "metadata": {},
          "output_type": "display_data"
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      ],
      "source": [
        "# visualize in 3d space\n",
        "static_embeddings = pd.DataFrame(np.vstack(word_vecs[0]), index=words)\n",
        "data_pca = scprep.reduce.pca(static_embeddings, n_components=3, method='dense')\n",
        "fig = px.scatter_3d(data_pca, x='PC1', y='PC2', z='PC3', color=data_pca.index)\n",
        "fig.show()"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "ser8TDyrqDTM"
      },
      "source": [
        "Inspect the PCA vectors and check where the words are positioned in this 3-dimensional space. Is it similar to the space you drew in the pen & paper exercise above?"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "4Igkrp24qH1L"
      },
      "source": [
        "**Exercise 3. Static versus contextualized embeddings**\n",
        "\n",
        "In large language models, the input embeddings are static (unique for each word/token). However the activation vectors of higher layers in the model -- which are also the more interesting for downstream tasks and brain prediction -- are not static. Instead, they are _contextualised_, which means that they will be different for every contextualised occurrence of the same word.\n",
        "\n",
        "We can use tools representational dissimilarity matrices (RDMs) and representational similarity analysis (RSA) to better understand the structure of the embedding spaces. Below we will compute RDMs based on the cosine distances between each word embedding, for embeddings retrieved from the different layers of the large language model."
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "Ok_TdRJOqCxC"
      },
      "outputs": [],
      "source": [
        "sentences = [\n",
        "    \"a computer needs a mouse. a cat eats a mouse.\"\n",
        "]\n",
        "sentence_vecs = get_vectors(model, tokenizer, sentences)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "_QkYDlwQqKJy",
        "outputId": "60963a3b-00ed-4601-fbb7-2b547a69fda4"
      },
      "outputs": [
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "13\n",
            "(12, 12)\n"
          ]
        }
      ],
      "source": [
        "sentence_RDMs = compute_distance_matrices(sentence_vecs, measure=\"cosine\")\n",
        "print(len(sentence_RDMs))\n",
        "print(sentence_RDMs[0].shape)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 1000
        },
        "id": "SaaccwdCqLP7",
        "outputId": "f6b8801e-358a-47a3-a4c7-eac1b11d62c4"
      },
      "outputs": [
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",
            "text/plain": [
              "<Figure size 1296x1728 with 8 Axes>"
            ]
          },
          "metadata": {
            "needs_background": "light"
          },
          "output_type": "display_data"
        }
      ],
      "source": [
        "plot_sentence_RDMs(sentences, sentence_RDMs, model_name, tokenizer)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "FGv1kDTtqNXb"
      },
      "source": [
        "Using these distance matrices, we can straightforwardly run RSA between layers of the large language model. Below we start with a somewhat larger piece of text, retrieve activation vectors, compute distance matrices using cosine distance and representational similarity using pearson's correlation."
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "OX9VYlbMqN_7"
      },
      "outputs": [],
      "source": [
        "# input text for the model\n",
        "text = [\n",
        "    \"Harry had never believed he would meet a boy he hated more than Dudley, but that was before he met Draco Malfoy.\",\n",
        "    \"Still, first-year Gryffindors only had Potions with the Slytherins, so they didn't have to put up with Malfoy much.\",\n",
        "    \"Or at least, they didn't until they spotted a notice pinned up in the Gryffindor common room that made them all groan.\"\n",
        "    ]\n",
        "text_vecs = get_vectors(model, tokenizer, text)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 649
        },
        "id": "uf8xR7xvqPGj",
        "outputId": "fc0dc605-4b6a-47e2-9960-a6ebd3bb6db2"
      },
      "outputs": [
        {
          "data": {
            "image/png": 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",
            "text/plain": [
              "<Figure size 1000x600 with 2 Axes>"
            ]
          },
          "metadata": {},
          "output_type": "display_data"
        }
      ],
      "source": [
        "distance_matrices_cosine = compute_distance_matrices(text_vecs, measure=\"cosine\")\n",
        "rsa_mat_cosine = RSA_matrix(distance_matrices_cosine, method=\"pearson\")\n",
        "plot_RSA(rsa_mat_cosine, model_name, dist_method=\"pearson's r\")"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "rOUeVlHKqRQD"
      },
      "source": [
        "**Exercise 4. Surprisal**\n",
        "\n",
        "Next to examining a large language model's internal representations, we may also want to study its prediction behaviour: what words does the model assign high probabilities to, given some preceding text? How 'surprised' is the model to see a particular word following previous context? For this task we will use a different model: GPT-2.\n",
        "\n",
        "GPT-2 is an example of an *autoregressive* (or: 'causal') language model. Compared to masked language models, autoregressive language models are trained on the more traditional language modelling task of predicting words based on only preceding context (without seeing the future). When we use language models in analysing measurements of human language processing, it's important to consider what information a model makes use of when predicting words, and whether it aligns with what was available to participants in the experiment."
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 258,
          "referenced_widgets": [
            "74522919d5464dd59f52cd782a0e1e52",
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            "text/plain": [
              "<torch.autograd.grad_mode.set_grad_enabled at 0x7c6a68c56890>"
            ]
          },
          "execution_count": 11,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "# load the model and tokenizer\n",
        "model_name = 'gpt2'\n",
        "\n",
        "model = AutoModelForCausalLM.from_pretrained(model_name,\n",
        "            output_hidden_states=True,\n",
        "            output_attentions=True)\n",
        "tokenizer = AutoTokenizer.from_pretrained(model_name)\n",
        "\n",
        "torch.set_grad_enabled(False)"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "vz3FSMegqb7U"
      },
      "source": [
        "We can use the model output logits (softmaxing them into probabilities) to find the words most likely to follow our given context according to the model."
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "tuU3g1DiqcVL",
        "outputId": "316a9f76-c62e-4dc8-d2b1-8355c8875786"
      },
      "outputs": [
        {
          "name": "stdout",
          "output_type": "stream",
          "text": [
            "torch.Size([1, 6, 50257])\n"
          ]
        }
      ],
      "source": [
        "context = \"They returned the book to the\"\n",
        "ctx_input_ids = tokenizer.encode(context, return_tensors=\"pt\")\n",
        "output = model(ctx_input_ids)\n",
        "print(output.logits.shape)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "P_rGrh3-qdv5"
      },
      "outputs": [],
      "source": [
        "# logits of last hidden state\n",
        "next_token_logits = output.logits[:, -1, :]\n",
        "# taking the softmax gives us the probability\n",
        "next_token_probs = F.softmax(next_token_logits, dim=-1)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "uHC9yGjuqfRD"
      },
      "outputs": [],
      "source": [
        "def top_n_next_tokens(vocab_probs, tokenizer, top_n):\n",
        "  # top N most likely token ids\n",
        "  next_token_ids = np.argsort(vocab_probs)[0][-top_n:]\n",
        "  # find the tokens for these ids\n",
        "  next_tokens = tokenizer.decode(next_token_ids).split(' ')[1:]\n",
        "  # find the probabilities\n",
        "  next_token_probs = list(vocab_probs[:, next_token_ids][0].numpy())\n",
        "  # sort the tokens and their probabilities in descending order\n",
        "  desc_token_probs = list(zip(next_tokens, next_token_probs))[::-1]\n",
        "  return desc_token_probs"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "P3Yqlw0xqgmP",
        "outputId": "0c887f06-499d-4ea1-87d8-20a53490878d"
      },
      "outputs": [
        {
          "data": {
            "text/plain": [
              "[('library', 0.028046276),\n",
              " ('police', 0.014596471),\n",
              " ('publisher', 0.012090932),\n",
              " ('family', 0.01117981),\n",
              " ('owner', 0.01078586)]"
            ]
          },
          "execution_count": 15,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "top_n_next_tokens(next_token_probs, tokenizer, top_n=5)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "vlHcKFlBqhsn"
      },
      "outputs": [],
      "source": [
        "def word_prob(target_word, vocab_probs, tokenizer):\n",
        "  # get the input id for the target word (add a space before)\n",
        "  tw_input_ids = tokenizer.encode(' ' + target_word)\n",
        "  # if the tokenizer splits this word into multiple ids,\n",
        "  # then the word is not in the vocabulary\n",
        "  if len(tw_input_ids) != 1:\n",
        "    raise ValueError(\"This word is not in the model's vocabulary\")\n",
        "  else:\n",
        "    tw_input_id = tw_input_ids[0]\n",
        "  # probability as numpy float\n",
        "  tw_prob = next_token_probs[:, tw_input_id][0].numpy()\n",
        "  return tw_prob"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
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        },
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        "outputId": "3049dd57-f901-4191-e277-ca8cbbf41b3f"
      },
      "outputs": [
        {
          "data": {
            "text/plain": [
              "array(0.02804628, dtype=float32)"
            ]
          },
          "execution_count": 17,
          "metadata": {},
          "output_type": "execute_result"
        }
      ],
      "source": [
        "target_word = 'library'\n",
        "target_word_prob = word_prob(target_word, next_token_probs, tokenizer)\n",
        "target_word_prob"
      ]
    },
    {
      "cell_type": "markdown",
      "metadata": {
        "id": "SrueQbcfqjaH"
      },
      "source": [
        "When language model predictions are applied to model predictability effects in human language comprehension, predictability is usually operationalized as *surprisal* rather than raw probability: the higher the surprisal value, the more 'surprised' a model is to encounter a particular word following a sequence. Try out a few different target words, and see how the surprisal changes!"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "id": "COPQK-q6qkd0"
      },
      "outputs": [],
      "source": [
        "def surprisal(prob):\n",
        "  return -math.log(prob)"
      ]
    },
    {
      "cell_type": "code",
      "execution_count": null,
      "metadata": {
        "colab": {
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          "execution_count": 20,
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          "output_type": "execute_result"
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      "source": [
        "surprisal(target_word_prob)"
      ]
    }
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