PSY503_Final_Project.ipynb

{
  "nbformat": 4,
  "nbformat_minor": 0,
  "metadata": {
    "colab": {
      "provenance": []
    },
    "kernelspec": {
      "name": "python3",
      "display_name": "Python 3"
    },
    "language_info": {
      "name": "python"
    }
  },
  "cells": [
    {
      "cell_type": "markdown",
      "source": [
        "**Runtime: the default runtime (Python 3 Google Compute Engine backend) should be fine.**"
      ],
      "metadata": {
        "id": "pI3Fai_99FMF"
      }
    },
    {
      "cell_type": "markdown",
      "source": [
        "# PSY 503: Foundations of Statitsical Methods in Psychology\n",
        "\n",
        "Reproducible Report: Obtain open-data from an existing psych paper, load the data in R, and attempt to reproduce the statistical analysis that the original authors reported. It would be preferable if you had your own data to work with.\n",
        "\n",
        "\n",
        "I will be replicating the analysis in the following [paper](https://arxiv.org/pdf/2302.01308.pdf) from my lab:\n",
        "\n",
        "\n",
        "> Marjieh, R., Sucholutsky, I., van Rijn, P., Jacoby, N., & Griffiths, T. L. (2023). What language reveals about perception: Distilling psychophysical knowledge from large language models. arXiv preprint arXiv:2302.01308.\n",
        "\n",
        "\n",
        "This paper show that LLMs (GPT-4) correlate strongly with human similarity judgments across multiple modalities (visual, auditory). They also find no stronger correlation for visual judgments over auditory, despite GPT-4 being trained on image data.\n",
        "\n",
        "Analysis constitutes a cleaned up and documented version of [this](https://github.com/computational-audition/LLM-psychophysics/blob/main/analysis/similarity-analysis/gpt-psychophysics-main-combined.ipynb) notebook."
      ],
      "metadata": {
        "id": "HiaPaei8qbZk"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "# @title Import libraries and NLTK corpora\n",
        "\n",
        "import numpy as np\n",
        "import pandas as pd\n",
        "import seaborn as sns\n",
        "import matplotlib.pyplot as plt\n",
        "from scipy.stats import gaussian_kde\n",
        "from sklearn.manifold import MDS, Isomap\n",
        "import plotly.express as px\n",
        "from IPython.core.debugger import set_trace\n",
        "import plotly.io as pio\n",
        "import plotly.graph_objects as go\n",
        "from scipy.spatial.distance import squareform\n",
        "from sklearn.linear_model import LinearRegression, Ridge\n",
        "from scipy.spatial.distance import pdist\n",
        "from scipy.spatial.distance import squareform\n",
        "pio.renderers.default = 'iframe'\n",
        "import json\n",
        "import numpy as np, os, pdb\n",
        "from scipy.stats import norm\n",
        "from matplotlib.legend_handler import HandlerTuple\n",
        "from tqdm import tqdm\n",
        "\n",
        "import nltk\n",
        "import json\n",
        "from nltk import WordPunctTokenizer\n",
        "from nltk.stem import WordNetLemmatizer\n",
        "from nltk.corpus import stopwords\n",
        "\n",
        "nltk.download('punkt')\n",
        "nltk.download('averaged_perceptron_tagger')\n",
        "nltk.download('wordnet')\n",
        "nltk.download('stopwords')\n",
        "nltk.download('words')\n",
        "\n",
        "tokenizer = WordPunctTokenizer()\n",
        "lemmatizer = WordNetLemmatizer()\n",
        "\n",
        "stop_words = set(stopwords.words('english'))\n",
        "nltk_words = set(nltk.corpus.words.words())"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "cellView": "form",
        "id": "5A8T1r-btYPb",
        "outputId": "2a71efab-71dc-41fc-ad35-7fa1bd0cab46"
      },
      "execution_count": 1,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "[nltk_data] Downloading package punkt to /root/nltk_data...\n",
            "[nltk_data]   Unzipping tokenizers/punkt.zip.\n",
            "[nltk_data] Downloading package averaged_perceptron_tagger to\n",
            "[nltk_data]     /root/nltk_data...\n",
            "[nltk_data]   Unzipping taggers/averaged_perceptron_tagger.zip.\n",
            "[nltk_data] Downloading package wordnet to /root/nltk_data...\n",
            "[nltk_data] Downloading package stopwords to /root/nltk_data...\n",
            "[nltk_data]   Unzipping corpora/stopwords.zip.\n",
            "[nltk_data] Downloading package words to /root/nltk_data...\n",
            "[nltk_data]   Unzipping corpora/words.zip.\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# rpy2: Python-R bridge setup\n",
        "%reload_ext rpy2.ipython\n",
        "%config IPCompleter.greedy=True\n",
        "%config InlineBackend.figure_format = 'retina'\n",
        "\n",
        "# Colab dataframe formatter\n",
        "from google.colab import data_table\n",
        "data_table.enable_dataframe_formatter()"
      ],
      "metadata": {
        "id": "XbMzwiuF8NeS"
      },
      "execution_count": 2,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "%%R\n",
        "install.packages('easystats')\n",
        "install.packages('WebPower')\n",
        "\n",
        "library(broom)\n",
        "library(easystats)\n",
        "library(tidyverse)\n",
        "library(WebPower)"
      ],
      "metadata": {
        "id": "0wU0fJdV8zEt"
      },
      "execution_count": null,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "# @title Download data for analysis\n",
        "# @markdown First we shall download the data from the github repository.\n",
        "\n",
        "# Clone the repository\n",
        "!git clone https://github.com/computational-audition/LLM-psychophysics\n",
        "\n",
        "# Inspect the data\n",
        "!ls LLM-psychophysics/analysis/similarity-analysis\n",
        "\n",
        "# Change the working directory to the data directory\n",
        "os.chdir('/content/LLM-psychophysics/analysis/similarity-analysis')\n",
        "print(f'New working directory: {os.getcwd()}')"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "cellView": "form",
        "id": "GQfroHytp504",
        "outputId": "11d72fc3-7e07-4025-d6c7-821150b48f2e"
      },
      "execution_count": 5,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Cloning into 'LLM-psychophysics'...\n",
            "remote: Enumerating objects: 483, done.\u001b[K\n",
            "remote: Counting objects: 100% (483/483), done.\u001b[K\n",
            "remote: Compressing objects: 100% (444/444), done.\u001b[K\n",
            "remote: Total 483 (delta 26), reused 479 (delta 22), pack-reused 0\u001b[K\n",
            "Receiving objects: 100% (483/483), 2.60 MiB | 6.98 MiB/s, done.\n",
            "Resolving deltas: 100% (26/26), done.\n",
            "all_model_correlations.npy  figures\tgpt-color-controls\t\t       human-data\n",
            "all_model_simmats.npy\t    gpt35-data\tgpt-explanations\t\t       raw_data\n",
            "all_pitch_marginals.npy     gpt3-data\tgpt-pitch-controls\n",
            "color_labels_extended.npy   gpt4-data\tgpt-psychophysics-main-combined.ipynb\n",
            "New working directory: /content/LLM-psychophysics/analysis/similarity-analysis\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# @title Load and human similarity judgments\n",
        "\n",
        "DOMAINS = [\"color\", \"loudness\", \"pitch\", \"taste\", \"timbre\", \"vocal_consonant\"]\n",
        "TITLES = [\"Colors\", \"Loudness\", \"Pitch\", \"Taste\", \"Timbre\", \"Consonants\"]\n",
        "\n",
        "all_human_data = {}\n",
        "\n",
        "for dom in DOMAINS:\n",
        "    all_human_data[dom] = {}\n",
        "    all_human_data[dom][\"similarity\"] = np.load(\"human-data/\" + dom + \"_similarity.npy\")\n",
        "    all_human_data[dom][\"labels\"] = np.load(\"human-data/\" + dom + \"_labels.npy\")"
      ],
      "metadata": {
        "cellView": "form",
        "id": "xCgsdVPUqWID"
      },
      "execution_count": 6,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "# @title Visualize human similarity judgments\n",
        "\n",
        "plt.figure(figsize=(8, 2))\n",
        "for i, dom in enumerate(DOMAINS):\n",
        "  plt.subplot(161+i)\n",
        "  plt.imshow(all_human_data[dom]['similarity'], cmap='gray')\n",
        "  plt.title(TITLES[DOMAINS.index(dom)])\n",
        "  plt.axis('off')\n",
        "\n",
        "plt.suptitle('Human similarity matrices')\n",
        "plt.tight_layout()\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 207
        },
        "cellView": "form",
        "id": "i0vc97Ubme3Q",
        "outputId": "a174477a-e15c-4fbb-e75c-826eb0ca8598"
      },
      "execution_count": 86,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 800x200 with 6 Axes>"
            ],
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          "metadata": {
            "image/png": {
              "width": 790,
              "height": 190
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        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# @title Load and LLM similarity judgments\n",
        "#@markdown NOTE: this cell may be slow to run due to bootstrapping loop\n",
        "\n",
        "DATA_PATHS = [\n",
        "    \"color/more-colors-hex-3-text-davinci-003-0.7\",\n",
        "    \"loudness/loudness-tone-3-text-davinci-003-0.7\",\n",
        "    \"pitch/tones-extended-freq-3-text-davinci-003-0.7\",\n",
        "    \"taste/taste-basic-3-text-davinci-003-0.7\",\n",
        "    \"timbre/instruments-timbre-3-text-davinci-003-0.7\",\n",
        "    \"vocal_consonant/vocal_consonant-newsims-3-text-davinci-003-0.7\"\n",
        "]\n",
        "\n",
        "DATA_PATHS_GPT35 = [\n",
        "    \"color/more-colors-hex-3-gpt-35-turbo-0.7\",\n",
        "    \"loudness/loudness-tone-3-gpt-35-turbo-0.7\",\n",
        "    \"pitch/tones-extended-freq-3-gpt-35-turbo-0.7\",\n",
        "    \"taste/taste-basic-3-gpt-35-turbo-0.7\",\n",
        "    \"timbre/instruments-timbre-3-gpt-35-turbo-0.7\",\n",
        "    \"vocal_consonant/vocal_consonant-newsims-3-gpt-35-turbo-0.7\"\n",
        "]\n",
        "\n",
        "DATA_PATHS_GPT4 = [\n",
        "    \"color/more-colors-hex-3-gpt-4-0.7\",\n",
        "    \"loudness/loudness-tone-3-gpt-4-0.7\",\n",
        "    \"pitch/tones-extended-freq-3-gpt-4-0.7\",\n",
        "    \"taste/taste-basic-3-gpt-4-0.7\",\n",
        "    \"timbre/instruments-timbre-3-gpt-4-0.7\",\n",
        "    \"vocal_consonant/vocal_consonant-newsims-3-gpt-4-0.7\"\n",
        "]\n",
        "\n",
        "# @markdown Choose the model for which you will load similarity data.\n",
        "# @markdown Model options are: `['gpt3', 'gpt35', 'gpt4']`\n",
        "WHICH_MODEL = \"gpt4\" # @param ['gpt3', 'gpt35', 'gpt4']\n",
        "\n",
        "# Number of machine judgments to use for analysis. Max is 10, we recommend using all 10 repetitions.\n",
        "# Note that LLMs generally use stochastic autoregressive sampling with a temperature term.\n",
        "# Thus there may be variability in the similarity judgments they produce -- albeit much less variation than between human subjects.\n",
        "REPETITIONS = 10\n",
        "\n",
        "all_machine_data = {}\n",
        "for i, dom in enumerate(DOMAINS):\n",
        "    sim_mat = 0\n",
        "    for r in range(REPETITIONS):\n",
        "        if WHICH_MODEL == \"gpt3\":\n",
        "            sim_mat += np.load(\"gpt3-data/\" + DATA_PATHS[i] + f\"-{r + 1}.npy\") / REPETITIONS\n",
        "        elif WHICH_MODEL == \"gpt35\":\n",
        "            sim_mat += np.load(\"gpt35-data/\" + DATA_PATHS_GPT35[i] + f\"-{r + 1}.npy\") / REPETITIONS\n",
        "        else:\n",
        "            sim_mat += np.load(\"gpt4-data/\" + DATA_PATHS_GPT4[i] + f\"-{r + 1}.npy\") / REPETITIONS\n",
        "    if dom == \"pitch\":\n",
        "        sim_mat = sim_mat[22:,22:]\n",
        "    elif dom == \"color\":\n",
        "        sim_mat = sim_mat[0:14,0:14]\n",
        "    all_machine_data[dom] = {}\n",
        "    all_machine_data[dom][\"similarity\"] = sim_mat\n",
        "    all_machine_data[dom][\"labels\"] = np.load(\"human-data/\" + dom + \"_labels.npy\")\n",
        "\n",
        "\n",
        "# bootstrapping over machine data\n",
        "NBOOT = 1000\n",
        "all_machine_data_boots = {}\n",
        "for i, dom in enumerate(DOMAINS):\n",
        "    all_machine_data_boots[dom] = []\n",
        "    for n in range(NBOOT):\n",
        "        sim_mat = 0\n",
        "        for r in range(REPETITIONS):\n",
        "            if WHICH_MODEL == \"gpt3\":\n",
        "                sim_mat += np.load(\"gpt3-data/\" + DATA_PATHS[i] + f\"-{np.random.randint(REPETITIONS) + 1}.npy\") / REPETITIONS\n",
        "            elif WHICH_MODEL == \"gpt35\":\n",
        "                sim_mat += np.load(\"gpt35-data/\" + DATA_PATHS_GPT35[i] + f\"-{np.random.randint(REPETITIONS) + 1}.npy\") / REPETITIONS\n",
        "            else:\n",
        "                sim_mat += np.load(\"gpt4-data/\" + DATA_PATHS_GPT4[i] + f\"-{np.random.randint(REPETITIONS) + 1}.npy\") / REPETITIONS\n",
        "        if dom == \"pitch\":\n",
        "            sim_mat = sim_mat[22:,22:]\n",
        "        elif dom == \"color\":\n",
        "            sim_mat = sim_mat[0:14,0:14]\n",
        "        all_machine_data_boots[dom].append(sim_mat)"
      ],
      "metadata": {
        "cellView": "form",
        "id": "v8HO-d0duo6c"
      },
      "execution_count": 20,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "# @title Visualize LLM similarity judgments\n",
        "\n",
        "plt.figure(figsize=(8, 2))\n",
        "for i, dom in enumerate(DOMAINS):\n",
        "  plt.subplot(161+i)\n",
        "  # sns.heatmap(all_machine_data[dom]['similarity'])\n",
        "  plt.imshow(all_machine_data[dom]['similarity'], cmap='gray')\n",
        "  plt.title(TITLES[DOMAINS.index(dom)])\n",
        "  plt.axis('off')\n",
        "\n",
        "plt.suptitle('Machine similarity matrices')\n",
        "plt.tight_layout()\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 207
        },
        "cellView": "form",
        "id": "tBtPqBJVyqsA",
        "outputId": "af34a64b-cf75-484f-f402-5485875b122a"
      },
      "execution_count": 85,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 800x200 with 6 Axes>"
            ],
            "image/png": 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          },
          "metadata": {
            "image/png": {
              "width": 790,
              "height": 190
            }
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# @title Correlation analysis (unused)\n",
        "\n",
        "# # @markdown Compute Pearson's correlation between human and LLM similarity judgments for each domain.\n",
        "\n",
        "# corr_vals = []\n",
        "# corr_sds = []\n",
        "# corr_raw = []\n",
        "# for dom in DOMAINS:\n",
        "#     vh = squareform(all_human_data[dom][\"similarity\"], checks = False)\n",
        "#     # vm = squareform(all_machine_data[dom][\"similarity\"], checks = False)\n",
        "#     vms = [squareform(mdat, checks = False) for mdat in all_machine_data_boots[dom]]\n",
        "#     boots_corrs = [np.corrcoef(vh, vm)[0][1] for vm in vms]\n",
        "#     corr_vals.append(np.mean(boots_corrs))\n",
        "#     corr_sds.append(np.std(boots_corrs))\n",
        "#     corr_raw.append(boots_corrs)\n",
        "\n",
        "# corr_vals = np.array(corr_vals)\n",
        "# corr_sds = np.array(corr_sds)\n",
        "# dnames = np.array(TITLES.copy())\n",
        "# arr1inds = corr_vals.argsort()\n",
        "# dnames = dnames[arr1inds]\n",
        "# corr_vals = corr_vals[arr1inds]\n",
        "# corr_sds = corr_sds[arr1inds]\n",
        "\n",
        "# fig, ax = plt.subplots(1,1,figsize=(6,6))\n",
        "# loc_vals = np.array([i for i in range(len(dnames))])\n",
        "# ax.bar(loc_vals, corr_vals, yerr = 1.96 * corr_sds, align='center', alpha=0.8, ecolor='black', capsize=10, color = [\"tab:purple\", \"tab:red\", \"tab:green\", \"tab:orange\", \"tab:blue\", \"tab:cyan\"])\n",
        "# ax.set_xticks(loc_vals)\n",
        "# ax.set_xticklabels(dnames, rotation=30, ha='right');\n",
        "# ax.tick_params(axis='both', which='major', labelsize=18)\n",
        "# ax.set_ylabel(\"Correlation (Pearson r)\", fontsize = 20)\n",
        "\n",
        "# fig.show()"
      ],
      "metadata": {
        "cellView": "form",
        "id": "14qS91jozV7O"
      },
      "execution_count": 93,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "# @title Let's convert everything into a dataframe to use R\n",
        "# @markdown We will attempt to use some of the packages we've used in class.\n",
        "all_dfs = []  # DF for each domain, which we will concat\n",
        "\n",
        "for dom in DOMAINS:\n",
        "  # Similarity matrices are mostly symmetric -- sim(a, b) = sim(b, a)\n",
        "  # Though this is not always the case for all stimuli.\n",
        "  # See classic paper: https://psycnet.apa.org/record/1978-09287-001\n",
        "  # However for the stimuli in this dataset the similarities are indeed mostly symmetric\n",
        "  # for this reason we will dedupe the data -- and consider only sim(a, b) and discard sim(b, a).\n",
        "  # This can be done w/ the squareform func which creates a compact array\n",
        "  df = pd.DataFrame({\n",
        "      'human_data': squareform(all_human_data[dom]['similarity'], checks = False),\n",
        "      'machine_data': squareform(all_machine_data[dom]['similarity'], checks = False),\n",
        "      'domain': dom,\n",
        "  })\n",
        "  all_dfs.append(df)\n",
        "\n",
        "df = pd.concat(all_dfs)\n",
        "df"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 670
        },
        "id": "WnOZ5xep568s",
        "outputId": "41669866-5bdd-499d-806e-31187c5e2363",
        "cellView": "form"
      },
      "execution_count": 132,
      "outputs": [
        {
          "output_type": "execute_result",
          "data": {
            "text/plain": [
              "     human_data  machine_data           domain\n",
              "0      0.860000      0.870000            color\n",
              "1      0.420000      0.635000            color\n",
              "2      0.420000      0.505000            color\n",
              "3      0.180000      0.360000            color\n",
              "4      0.060000      0.250000            color\n",
              "..          ...           ...              ...\n",
              "115    0.333333      0.265000  vocal_consonant\n",
              "116    0.279762      0.299074  vocal_consonant\n",
              "117    0.386905      0.255000  vocal_consonant\n",
              "118    0.407407      0.407407  vocal_consonant\n",
              "119    0.612903      0.725000  vocal_consonant\n",
              "\n",
              "[650 rows x 3 columns]"
            ],
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              "\n",
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              "  <thead>\n",
              "    <tr style=\"text-align: right;\">\n",
              "      <th></th>\n",
              "      <th>human_data</th>\n",
              "      <th>machine_data</th>\n",
              "      <th>domain</th>\n",
              "    </tr>\n",
              "  </thead>\n",
              "  <tbody>\n",
              "    <tr>\n",
              "      <th>0</th>\n",
              "      <td>0.860000</td>\n",
              "      <td>0.870000</td>\n",
              "      <td>color</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>1</th>\n",
              "      <td>0.420000</td>\n",
              "      <td>0.635000</td>\n",
              "      <td>color</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>2</th>\n",
              "      <td>0.420000</td>\n",
              "      <td>0.505000</td>\n",
              "      <td>color</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>3</th>\n",
              "      <td>0.180000</td>\n",
              "      <td>0.360000</td>\n",
              "      <td>color</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>4</th>\n",
              "      <td>0.060000</td>\n",
              "      <td>0.250000</td>\n",
              "      <td>color</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>...</th>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "      <td>...</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>115</th>\n",
              "      <td>0.333333</td>\n",
              "      <td>0.265000</td>\n",
              "      <td>vocal_consonant</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>116</th>\n",
              "      <td>0.279762</td>\n",
              "      <td>0.299074</td>\n",
              "      <td>vocal_consonant</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>117</th>\n",
              "      <td>0.386905</td>\n",
              "      <td>0.255000</td>\n",
              "      <td>vocal_consonant</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>118</th>\n",
              "      <td>0.407407</td>\n",
              "      <td>0.407407</td>\n",
              "      <td>vocal_consonant</td>\n",
              "    </tr>\n",
              "    <tr>\n",
              "      <th>119</th>\n",
              "      <td>0.612903</td>\n",
              "      <td>0.725000</td>\n",
              "      <td>vocal_consonant</td>\n",
              "    </tr>\n",
              "  </tbody>\n",
              "</table>\n",
              "<p>650 rows × 3 columns</p>\n",
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          },
          "metadata": {},
          "execution_count": 132
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "#@title Scatterplot / regression plot\n",
        "\n",
        "plottype = 'jointplot' #@param ['jointplot', 'regplot']\n",
        "getattr(sns, plottype)(data=df, x='machine_data', y='human_data')\n",
        "plt.xlabel('Machine similarity')\n",
        "plt.ylabel('Human similarity')\n",
        "plt.tight_layout()\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 606
        },
        "cellView": "form",
        "id": "4ZAeqrQkrAQd",
        "outputId": "6d273569-e863-40b9-d1ea-b5d7f8f5feee"
      },
      "execution_count": 103,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 600x600 with 3 Axes>"
            ],
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\n"
          },
          "metadata": {
            "image/png": {
              "width": 590,
              "height": 589
            }
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# @title Run correlation test\n",
        "%%R -i df\n",
        "\n",
        "cor_test(df, y=\"human_data\", x=\"machine_data\")"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "lgvNiAv_73dD",
        "outputId": "bd529e5d-fdd7-406d-88b9-06b9262e1fca"
      },
      "execution_count": 134,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Parameter1   | Parameter2 |    r |       95% CI | t(648) |         p\n",
            "--------------------------------------------------------------------\n",
            "machine_data | human_data | 0.79 | [0.76, 0.82] |  33.08 | < .001***\n",
            "\n",
            "Observations: 650\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "/usr/local/lib/python3.10/dist-packages/rpy2/robjects/pandas2ri.py:55: FutureWarning:\n",
            "\n",
            "iteritems is deprecated and will be removed in a future version. Use .items instead.\n",
            "\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "# @title Fit a regression line and describe it\n",
        "%%R -i df\n",
        "\n",
        "model = lm(human_data ~ machine_data, data=df)\n",
        "# model %>% tidy()\n",
        "print(model)\n",
        "\n",
        "report(model)"
      ],
      "metadata": {
        "id": "gdMcDaJl8wH9",
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "outputId": "b5895036-8072-42c9-c9db-0ec65ca838ea"
      },
      "execution_count": 135,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "\n",
            "Call:\n",
            "lm(formula = human_data ~ machine_data, data = df)\n",
            "\n",
            "Coefficients:\n",
            " (Intercept)  machine_data  \n",
            "     0.02027       0.75906  \n",
            "\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "/usr/local/lib/python3.10/dist-packages/rpy2/robjects/pandas2ri.py:55: FutureWarning:\n",
            "\n",
            "iteritems is deprecated and will be removed in a future version. Use .items instead.\n",
            "\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "We fitted a linear model (estimated using OLS) to predict human_data with\n",
            "machine_data (formula: human_data ~ machine_data). The model explains a\n",
            "statistically significant and substantial proportion of variance (R2 = 0.63,\n",
            "F(1, 648) = 1094.50, p < .001, adj. R2 = 0.63). The model's intercept,\n",
            "corresponding to machine_data = 0, is at 0.02 (95% CI [-4.03e-03, 0.04], t(648)\n",
            "= 1.64, p = 0.102). Within this model:\n",
            "\n",
            "  - The effect of machine data is statistically significant and positive (beta =\n",
            "0.76, 95% CI [0.71, 0.80], t(648) = 33.08, p < .001; Std. beta = 0.79, 95% CI\n",
            "[0.75, 0.84])\n",
            "\n",
            "Standardized parameters were obtained by fitting the model on a standardized\n",
            "version of the dataset. 95% Confidence Intervals (CIs) and p-values were\n",
            "computed using a Wald t-distribution approximation.\n"
          ]
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "## Check for normality, linearity, heteroskedasticity\n",
        "\n",
        "Check if the relationship between human and machine similarity juddments is linear and if pearson correlation is a good measure of association.\n",
        "Mostly looks good. Similarity judgments are bounded between 0 and 1 so the error pattern of the risiduals at the extremes may violate assumptions a bit. Perhaps it makes sense to use a logit transformation on the similarity judgments: [0, 1] -> (-inf, inf)."
      ],
      "metadata": {
        "id": "_SiOeIFO9jbW"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "%%R -i df\n",
        "\n",
        "performance::check_model(model, check=c(\"normality\", \"linearity\", \"homogeneity\", \"qq\", \"vif\"))"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 566
        },
        "id": "WHdq_kpz0JGq",
        "outputId": "ff987b44-27ab-42dc-ef47-497a403e2c34"
      },
      "execution_count": 136,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "/usr/local/lib/python3.10/dist-packages/rpy2/robjects/pandas2ri.py:55: FutureWarning:\n",
            "\n",
            "iteritems is deprecated and will be removed in a future version. Use .items instead.\n",
            "\n"
          ]
        },
        {
          "output_type": "display_data",
          "data": {
            "image/png": 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\n"
          },
          "metadata": {}
        }
      ]
    },
    {
      "cell_type": "markdown",
      "source": [
        "# Visual vs non-visual"
      ],
      "metadata": {
        "id": "o5zrQ9QJ6wii"
      }
    },
    {
      "cell_type": "code",
      "source": [
        "# Create a binary factor\n",
        "df['visual'] = df['domain'] == 'color'\n",
        "\n",
        "# Deviation coding\n",
        "df['visual_dev'] = df.visual - 0.5\n",
        "\n",
        "# Dummy coding\n",
        "df['visual_dum'] = df.visual.astype(float)\n",
        "\n",
        "# Centering\n",
        "df['machine_data_c'] = df.machine_data - df.machine_data.mean()\n",
        "df['human_data_c'] = df.human_data - df.human_data.mean()"
      ],
      "metadata": {
        "id": "ZsUlM6Iw8bfT"
      },
      "execution_count": 144,
      "outputs": []
    },
    {
      "cell_type": "code",
      "source": [
        "#@title Scatterplot / regression plot\n",
        "\n",
        "sns.regplot(data=df[df.visual], x='machine_data', y='human_data', label='Visual', marker='.')\n",
        "sns.regplot(data=df[~df.visual], x='machine_data', y='human_data', label='Non-visual', marker='.')\n",
        "plt.xlabel('Machine similarity')\n",
        "plt.ylabel('Human similarity')\n",
        "plt.legend()\n",
        "plt.tight_layout()\n",
        "plt.show()"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/",
          "height": 487
        },
        "id": "tX_Wcffw63Kg",
        "outputId": "654e1391-c2c9-423a-bd10-f9548f9af8e5"
      },
      "execution_count": 140,
      "outputs": [
        {
          "output_type": "display_data",
          "data": {
            "text/plain": [
              "<Figure size 640x480 with 1 Axes>"
            ],
            "image/png": 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          },
          "metadata": {
            "image/png": {
              "width": 630,
              "height": 470
            }
          }
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "#@title Visual vs non-visual stimuli\n",
        "\n",
        "%%R -i df\n",
        "\n",
        "model <- lm(human_data ~ machine_data_c * visual_dum, df)\n",
        "\n",
        "print(model)\n",
        "report(model)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "h-0SXqGpj3lz",
        "outputId": "5ba21117-8def-4db1-9e83-ceae030ce842"
      },
      "execution_count": 145,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "\n",
            "Call:\n",
            "lm(formula = human_data ~ machine_data_c * visual_dum, data = df)\n",
            "\n",
            "Coefficients:\n",
            "              (Intercept)             machine_data_c  \n",
            "                  0.39745                    0.73354  \n",
            "               visual_dum  machine_data_c:visual_dum  \n",
            "                 -0.11440                    0.02054  \n",
            "\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stderr",
          "text": [
            "/usr/local/lib/python3.10/dist-packages/rpy2/robjects/pandas2ri.py:55: FutureWarning:\n",
            "\n",
            "iteritems is deprecated and will be removed in a future version. Use .items instead.\n",
            "\n"
          ]
        },
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "We fitted a linear model (estimated using OLS) to predict human_data with\n",
            "machine_data_c and visual_dum (formula: human_data ~ machine_data_c *\n",
            "visual_dum). The model explains a statistically significant and substantial\n",
            "proportion of variance (R2 = 0.65, F(3, 646) = 408.60, p < .001, adj. R2 =\n",
            "0.65). The model's intercept, corresponding to machine_data_c = 0 and\n",
            "visual_dum = 0, is at 0.40 (95% CI [0.39, 0.41], t(646) = 65.34, p < .001).\n",
            "Within this model:\n",
            "\n",
            "  - The effect of machine data c is statistically significant and positive (beta\n",
            "= 0.73, 95% CI [0.69, 0.78], t(646) = 29.98, p < .001; Std. beta = 0.77, 95% CI\n",
            "[0.72, 0.81])\n",
            "  - The effect of visual dum is statistically significant and negative (beta =\n",
            "-0.11, 95% CI [-0.15, -0.08], t(646) = -6.75, p < .001; Std. beta = -0.16, 95%\n",
            "CI [-0.21, -0.12])\n",
            "  - The effect of machine data c × visual dum is statistically non-significant\n",
            "and positive (beta = 0.02, 95% CI [-0.10, 0.14], t(646) = 0.34, p = 0.733; Std.\n",
            "beta = 7.45e-03, 95% CI [-0.04, 0.05])\n",
            "\n",
            "Standardized parameters were obtained by fitting the model on a standardized\n",
            "version of the dataset. 95% Confidence Intervals (CIs) and p-values were\n",
            "computed using a Wald t-distribution approximation.\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [
        "%%R\n",
        "#@title Power analysis\n",
        "\n",
        "WebPower::wp.regression(n=650, p1=2, p2=0, alpha=.05, power=.9)"
      ],
      "metadata": {
        "colab": {
          "base_uri": "https://localhost:8080/"
        },
        "id": "-6hoCP1c5MRG",
        "outputId": "e70f3f53-dac6-4add-a859-7be6f47b69f5"
      },
      "execution_count": 154,
      "outputs": [
        {
          "output_type": "stream",
          "name": "stdout",
          "text": [
            "Power for multiple regression\n",
            "\n",
            "      n p1 p2         f2 alpha power\n",
            "    650  2  0 0.01957073  0.05   0.9\n",
            "\n",
            "URL: http://psychstat.org/regression\n"
          ]
        }
      ]
    },
    {
      "cell_type": "code",
      "source": [],
      "metadata": {
        "id": "EhJKTc5bCr6O"
      },
      "execution_count": null,
      "outputs": []
    }
  ]
}