{ "cells": [ { "cell_type": "markdown", "id": "45cc2c09-621d-4def-9eb8-feee9dd994b8", "metadata": {}, "source": [ "# Step 3: Build your data tensor\n", "\n", "Use this notebook to arrange your normalized data into tensor format using the [xarray](https://docs.xarray.dev/en/stable/) package. \n", "\n", "Please note that your input data should already have been normalized, and should be saved in a csv file using [tidy format](https://tidyr.tidyverse.org/articles/tidy-data.html). At a minimum your input csv should have five columns:\n", "1. A column that corresponds to the first mode of your tensor. In metatranscriptomic data this column might indicate gene ID.\n", " - This first mode should generally be the longest in your tensor, and the one that corresponds to the variable you want clustered (e.g. genes in the case of metatranscriptomics data). The sparsity penalty (`lambda`) will be applied to this mode.\n", "1. A column that corresponds to the second mode of your tensor. In metatranscriptomic data this column might indicate taxon ID.\n", "1. A column that corresponds to the third mode of your tensor. This column should indicate sample ID.\n", " - **IMPORTANT: Sample IDs should be identical for different replicates of the same sample condition (see example below).**\n", "1. A column that indicates the replicate ID of the sample.\n", "1. A column that corresponds to the normalized data. If you normalized your data with sctransform (as laid out in jupyter notebook [2-normalize-sctransform.ipynb](https://github.com/blasks/barnacle-boilerplate/blob/main/2-normalize-sctransform.ipynb), this column will correspond to the residual.\n", "\n", "Here's a snippet of how an example csv might be arranged:\n", "\n", "| gene_id | taxon_id | sample_id | replicate | residual |\n", "|---------|------------|-----------|-----------|----------|\n", "| K03839 | P. marinus | sample1 | A | 3.02 |\n", "| K03839 | P. marinus | sample1 | B | 3.31 |\n", "| K03839 | P. marinus | sample1 | C | 3.18 |\n", "| K03839 | P. marinus | sample2 | A | -1.24 |\n", "| ... | ... | ... | ... | ... |\n", "| K03320 | S. marinus | sample9 | C | 0.05 |\n" ] }, { "cell_type": "code", "execution_count": 1, "id": "acdb6e9d-0e79-4c84-8aaf-337ddc34bf09", "metadata": {}, "outputs": [], "source": [ "# imports\n", "\n", "import itertools\n", "import os\n", "import pandas as pd\n", "import plotly.express as px\n", "import random\n", "import xarray as xr\n" ] }, { "cell_type": "code", "execution_count": 2, "id": "6d325a04-d0af-4383-9fc2-89a789469dde", "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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KOfamphylumsample_replicate_idsample_idreplicate_iddata
0K00001BacillariophytaG3.UW.ALL.L25S1_AG3.UW.ALL.L25S1A-9.222961e-13
1K00002BacillariophytaG3.UW.ALL.L25S1_AG3.UW.ALL.L25S1A2.092099e+00
2K00003BacillariophytaG3.UW.ALL.L25S1_AG3.UW.ALL.L25S1A-1.128763e+00
3K00004BacillariophytaG3.UW.ALL.L25S1_AG3.UW.ALL.L25S1A-1.635693e-02
4K00006BacillariophytaG3.UW.ALL.L25S1_AG3.UW.ALL.L25S1A-6.474356e-01
.....................
1284467K26159PelagophyceaeG3.UW.ALL.L40S2_CG3.UW.ALL.L40S2C-1.360729e-01
1284468K26163PelagophyceaeG3.UW.ALL.L40S2_CG3.UW.ALL.L40S2C1.537219e+00
1284469K26165PelagophyceaeG3.UW.ALL.L40S2_CG3.UW.ALL.L40S2C6.104757e-01
1284470K26167PelagophyceaeG3.UW.ALL.L40S2_CG3.UW.ALL.L40S2C8.077639e-01
1284471K26171PelagophyceaeG3.UW.ALL.L40S2_CG3.UW.ALL.L40S2C-3.022025e-01
\n", "

1284472 rows × 6 columns

\n", "
" ], "text/plain": [ " KOfam phylum sample_replicate_id sample_id \\\n", "0 K00001 Bacillariophyta G3.UW.ALL.L25S1_A G3.UW.ALL.L25S1 \n", "1 K00002 Bacillariophyta G3.UW.ALL.L25S1_A G3.UW.ALL.L25S1 \n", "2 K00003 Bacillariophyta G3.UW.ALL.L25S1_A G3.UW.ALL.L25S1 \n", "3 K00004 Bacillariophyta G3.UW.ALL.L25S1_A G3.UW.ALL.L25S1 \n", "4 K00006 Bacillariophyta G3.UW.ALL.L25S1_A G3.UW.ALL.L25S1 \n", "... ... ... ... ... \n", "1284467 K26159 Pelagophyceae G3.UW.ALL.L40S2_C G3.UW.ALL.L40S2 \n", "1284468 K26163 Pelagophyceae G3.UW.ALL.L40S2_C G3.UW.ALL.L40S2 \n", "1284469 K26165 Pelagophyceae G3.UW.ALL.L40S2_C G3.UW.ALL.L40S2 \n", "1284470 K26167 Pelagophyceae G3.UW.ALL.L40S2_C G3.UW.ALL.L40S2 \n", "1284471 K26171 Pelagophyceae G3.UW.ALL.L40S2_C G3.UW.ALL.L40S2 \n", "\n", " replicate_id data \n", "0 A -9.222961e-13 \n", "1 A 2.092099e+00 \n", "2 A -1.128763e+00 \n", "3 A -1.635693e-02 \n", "4 A -6.474356e-01 \n", "... ... ... \n", "1284467 C -1.360729e-01 \n", "1284468 C 1.537219e+00 \n", "1284469 C 6.104757e-01 \n", "1284470 C 8.077639e-01 \n", "1284471 C -3.022025e-01 \n", "\n", "[1284472 rows x 6 columns]" ] }, "execution_count": 2, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# USER INPUTS -- edit these variables as needed\n", "\n", "datapath = 'data/barnacle/normalization/normalized-residuals.csv' # Enter the filepath of your input data file\n", "outdir = 'data' # Enter the filepath of the output directory where you want files saved\n", "mode0 = 'KOfam' # Enter the column name that corresponds to the first mode of your tensor (e.g. gene mode)\n", "mode1 = 'phylum' # Enter the column name that corresponds to the second mode of your tensor (e.g. taxon mode)\n", "mode2 = 'sample_name' # Enter the column name that corresponds to the third mode of your tensor (e.g. sample mode)\n", "rep = 'replicate' # Enter the column name that corresponds to replicate IDs\n", "data = 'residual' # Enter the column name that corresponds to your normalized data\n", "\n", "# check output directory exists\n", "if not os.path.exists(outdir):\n", " os.makedirs(outdir)\n", "\n", "# read in csv\n", "df = pd.read_csv(datapath)\n", "\n", "# check column names match inputs\n", "for column in [mode0, mode1, mode2, rep, data]:\n", " if column not in df.columns:\n", " raise Exception(f'Column name \"{column}\" not found in headers of file {datapath}')\n", "\n", "# make column for combined sample-replicate ID\n", "df['sample_replicate_id'] = df[mode2].astype(str) + '_' + df[rep].astype(str)\n", "\n", "# tidy up dataframe\n", "df = df[[mode0, mode1, 'sample_replicate_id', mode2, rep, data]].rename(columns={mode2: 'sample_id', rep: 'replicate_id', data: 'data'})\n", "\n", "df\n" ] }, { "cell_type": "code", "execution_count": 3, "id": "8f959630-3fb0-4ae6-ba4a-14064356ae5b", "metadata": {}, "outputs": [ { "name": "stdin", "output_type": "stream", "text": [ "WARNING: The file data/data-tensor.nc already exists. Would you like to overwrite? (Y/N): y\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "Tensor dataset ds saved as data/data-tensor.nc\n" ] }, { "data": { "text/html": [ "
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<xarray.Dataset> Size: 19MB\n",
       "Dimensions:              (KOfam: 10829, phylum: 8, sample_replicate_id: 28)\n",
       "Coordinates:\n",
       "  * KOfam                (KOfam) object 87kB 'K00001' 'K00002' ... 'K26180'\n",
       "  * phylum               (phylum) object 64B 'Bacillariophyta' ... 'Pelagophy...\n",
       "  * sample_replicate_id  (sample_replicate_id) object 224B 'G3.UW.ALL.L25S1_A...\n",
       "Data variables:\n",
       "    data                 (KOfam, phylum, sample_replicate_id) float64 19MB -9...\n",
       "    sample_id            (sample_replicate_id) object 224B 'G3.UW.ALL.L25S1' ...\n",
       "    replicate_id         (sample_replicate_id) object 224B 'A' 'B' ... 'B' 'C'
" ], "text/plain": [ " Size: 19MB\n", "Dimensions: (KOfam: 10829, phylum: 8, sample_replicate_id: 28)\n", "Coordinates:\n", " * KOfam (KOfam) object 87kB 'K00001' 'K00002' ... 'K26180'\n", " * phylum (phylum) object 64B 'Bacillariophyta' ... 'Pelagophy...\n", " * sample_replicate_id (sample_replicate_id) object 224B 'G3.UW.ALL.L25S1_A...\n", "Data variables:\n", " data (KOfam, phylum, sample_replicate_id) float64 19MB -9...\n", " sample_id (sample_replicate_id) object 224B 'G3.UW.ALL.L25S1' ...\n", " replicate_id (sample_replicate_id) object 224B 'A' 'B' ... 'B' 'C'" ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# organize dataset into xarray.Dataset tensor\n", "\n", "# create xr.Dataset\n", "sample_df = df[['sample_replicate_id', 'sample_id', 'replicate_id']].drop_duplicates()\n", "ds = xr.Dataset({\n", " 'data': xr.DataArray.from_series(df.set_index([mode0, mode1, 'sample_replicate_id'])['data']), \n", " 'sample_id': xr.DataArray.from_series(sample_df.set_index('sample_replicate_id')['sample_id']), \n", " 'replicate_id': xr.DataArray.from_series(sample_df.set_index('sample_replicate_id')['replicate_id'])\n", "})\n", "\n", "# fill missing values with zeros\n", "ds = ds.fillna(0)\n", "\n", "# save to output directory\n", "out_file = f'{outdir}/data-tensor.nc'\n", "if not os.path.isfile(out_file):\n", " ds.to_netcdf(out_file)\n", " print(f'Tensor dataset ds saved as {out_file}')\n", "else:\n", " choice = ''\n", " while choice not in ['y', 'n']:\n", " choice = input(f'WARNING: The file {out_file} already exists. Would you like to overwrite? (Y/N):').lower().strip()\n", " if choice == 'y':\n", " ds.to_netcdf(out_file)\n", " print(f'Tensor dataset ds saved as {out_file}')\n", " elif choice == 'n':\n", " print('Tensor dataset ds not saved.')\n", "\n", "# show Dataset\n", "ds\n" ] }, { "cell_type": "code", "execution_count": null, "id": "80b61731-7f3c-45f9-8822-8ecb496e1e6d", "metadata": {}, "outputs": [], "source": [] }, { "cell_type": "markdown", "id": "c1e522b5-5adb-4411-8f33-1955bee87ad1", "metadata": {}, "source": [ "### Visualize data tensor (optional)\n", "\n", "Use plotly to visualize your data tensor. \n", "\n", "NOTE: This visualization tool is not intended for tensors larger than a couple of hundred values per mode. If your tensor is larger than that, you must select a subset region you would like to visualize." ] }, { "cell_type": "code", "execution_count": 4, "id": "29ac47f0-8b9d-4dd2-b242-726edc793c29", "metadata": {}, "outputs": [ { "data": { "text/plain": [ "{'KOfam': 10829, 'phylum': 8, 'sample_replicate_id': 28}" ] }, "metadata": {}, "output_type": "display_data" }, { "name": "stdin", "output_type": "stream", "text": [ "Enter number of KOfam values to show (max = 100): 50\n", "Enter number of phylum values to show (max = 8): 8\n", "Enter number of sample_replicate_id values to show (max = 28): 28\n" ] }, { "data": { "text/html": [ "
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<xarray.DataArray 'data' (KOfam: 50, phylum: 8, sample_replicate_id: 28)> Size: 90kB\n",
       "array([[[-1.64628585e-10,  7.69230203e-01, -2.50929152e-10, ...,\n",
       "         -7.23918202e-03, -1.12051957e-11, -1.73352168e-02],\n",
       "        [ 0.00000000e+00,  0.00000000e+00,  0.00000000e+00, ...,\n",
       "          0.00000000e+00,  0.00000000e+00,  0.00000000e+00],\n",
       "        [ 2.81322758e-01, -6.42805859e-03, -1.75183542e-01, ...,\n",
       "         -5.78476544e-01,  2.40013860e-01,  5.71970806e-01],\n",
       "        ...,\n",
       "        [-4.35489078e-11, -5.52214020e-11, -4.55228581e-11, ...,\n",
       "         -1.19494802e-02, -4.22079785e-11, -3.65491197e-01],\n",
       "        [-1.47167672e-02, -4.67013672e-01, -7.74064479e-04, ...,\n",
       "         -1.35010786e+00,  3.01074092e-01,  1.35045724e+00],\n",
       "        [-6.13419070e-01, -2.74562471e-01, -3.58977187e-01, ...,\n",
       "         -1.13599447e+00,  3.95033179e-01, -8.67057218e-01]],\n",
       "\n",
       "       [[-9.05984634e-01, -4.48669437e-01,  3.64424192e+00, ...,\n",
       "          6.06246040e-01,  1.35700630e+00, -3.82847867e-01],\n",
       "        [ 1.37078552e+00, -1.20521982e-01,  1.61430650e+00, ...,\n",
       "         -9.65207398e-01, -7.35669930e-01, -6.67981850e-01],\n",
       "        [-7.07203366e-02,  1.52861606e+00,  1.16469289e-01, ...,\n",
       "         -3.83950600e-01, -9.28490014e-02,  1.28734640e+00],\n",
       "...\n",
       "        [ 0.00000000e+00,  0.00000000e+00,  0.00000000e+00, ...,\n",
       "          0.00000000e+00,  0.00000000e+00,  0.00000000e+00],\n",
       "        [ 0.00000000e+00,  0.00000000e+00,  0.00000000e+00, ...,\n",
       "          0.00000000e+00,  0.00000000e+00,  0.00000000e+00],\n",
       "        [ 0.00000000e+00,  0.00000000e+00,  0.00000000e+00, ...,\n",
       "          0.00000000e+00,  0.00000000e+00,  0.00000000e+00]],\n",
       "\n",
       "       [[-8.76196152e-01, -6.74484172e-01,  3.20138929e-01, ...,\n",
       "          1.61504440e+00,  2.25175360e+00, -1.06789192e+00],\n",
       "        [-3.37561230e-01,  1.76373671e+00, -6.24937610e-01, ...,\n",
       "         -1.18795420e+00,  1.13316513e-01, -3.78057002e-02],\n",
       "        [-1.45201496e-02, -1.72506067e+00,  6.97145749e-01, ...,\n",
       "         -8.37613055e-01,  6.92059773e-01,  2.94454587e-01],\n",
       "        ...,\n",
       "        [ 1.57844594e-01, -1.05503774e+00,  2.66180635e+00, ...,\n",
       "          3.83072471e+00,  4.54346103e+00, -5.83866397e-01],\n",
       "        [-3.65795076e-02, -1.38375006e+00, -1.27272218e+00, ...,\n",
       "          8.01074700e-01,  6.83282090e-01, -4.29440631e-01],\n",
       "        [ 3.20800060e-01, -2.14208923e-02, -8.95054553e-01, ...,\n",
       "         -4.83708091e-01, -6.40752015e-01, -2.95629764e-01]]])\n",
       "Coordinates:\n",
       "  * KOfam                (KOfam) object 400B 'K14842' 'K25166' ... 'K04984'\n",
       "  * phylum               (phylum) object 64B 'Bacillariophyta' ... 'Haptophyta'\n",
       "  * sample_replicate_id  (sample_replicate_id) object 224B 'G3.UW.ALL.L31S2_B...
" ], "text/plain": [ " Size: 90kB\n", "array([[[-1.64628585e-10, 7.69230203e-01, -2.50929152e-10, ...,\n", " -7.23918202e-03, -1.12051957e-11, -1.73352168e-02],\n", " [ 0.00000000e+00, 0.00000000e+00, 0.00000000e+00, ...,\n", " 0.00000000e+00, 0.00000000e+00, 0.00000000e+00],\n", " [ 2.81322758e-01, -6.42805859e-03, -1.75183542e-01, ...,\n", " -5.78476544e-01, 2.40013860e-01, 5.71970806e-01],\n", " ...,\n", " [-4.35489078e-11, -5.52214020e-11, -4.55228581e-11, ...,\n", " -1.19494802e-02, -4.22079785e-11, -3.65491197e-01],\n", " [-1.47167672e-02, -4.67013672e-01, -7.74064479e-04, ...,\n", " -1.35010786e+00, 3.01074092e-01, 1.35045724e+00],\n", " [-6.13419070e-01, -2.74562471e-01, -3.58977187e-01, ...,\n", " -1.13599447e+00, 3.95033179e-01, -8.67057218e-01]],\n", "\n", " [[-9.05984634e-01, -4.48669437e-01, 3.64424192e+00, ...,\n", " 6.06246040e-01, 1.35700630e+00, -3.82847867e-01],\n", " [ 1.37078552e+00, -1.20521982e-01, 1.61430650e+00, ...,\n", " -9.65207398e-01, -7.35669930e-01, -6.67981850e-01],\n", " [-7.07203366e-02, 1.52861606e+00, 1.16469289e-01, ...,\n", " -3.83950600e-01, -9.28490014e-02, 1.28734640e+00],\n", "...\n", " [ 0.00000000e+00, 0.00000000e+00, 0.00000000e+00, ...,\n", " 0.00000000e+00, 0.00000000e+00, 0.00000000e+00],\n", " [ 0.00000000e+00, 0.00000000e+00, 0.00000000e+00, ...,\n", " 0.00000000e+00, 0.00000000e+00, 0.00000000e+00],\n", " [ 0.00000000e+00, 0.00000000e+00, 0.00000000e+00, ...,\n", " 0.00000000e+00, 0.00000000e+00, 0.00000000e+00]],\n", "\n", " [[-8.76196152e-01, -6.74484172e-01, 3.20138929e-01, ...,\n", " 1.61504440e+00, 2.25175360e+00, -1.06789192e+00],\n", " [-3.37561230e-01, 1.76373671e+00, -6.24937610e-01, ...,\n", " -1.18795420e+00, 1.13316513e-01, -3.78057002e-02],\n", " [-1.45201496e-02, -1.72506067e+00, 6.97145749e-01, ...,\n", " -8.37613055e-01, 6.92059773e-01, 2.94454587e-01],\n", " ...,\n", " [ 1.57844594e-01, -1.05503774e+00, 2.66180635e+00, ...,\n", " 3.83072471e+00, 4.54346103e+00, -5.83866397e-01],\n", " [-3.65795076e-02, -1.38375006e+00, -1.27272218e+00, ...,\n", " 8.01074700e-01, 6.83282090e-01, -4.29440631e-01],\n", " [ 3.20800060e-01, -2.14208923e-02, -8.95054553e-01, ...,\n", " -4.83708091e-01, -6.40752015e-01, -2.95629764e-01]]])\n", "Coordinates:\n", " * KOfam (KOfam) object 400B 'K14842' 'K25166' ... 'K04984'\n", " * phylum (phylum) object 64B 'Bacillariophyta' ... 'Haptophyta'\n", " * sample_replicate_id (sample_replicate_id) object 224B 'G3.UW.ALL.L31S2_B..." ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# down-select subset of data tensor to visualize\n", "\n", "viz_da = ds.data\n", "display(dict(viz_da.sizes))\n", "\n", "# choose dimensions\n", "overall_max = 100\n", "dims = {}\n", "for mode in [mode0, mode1, 'sample_replicate_id']:\n", " maximum = min(viz_da[mode].size, overall_max)\n", " n = 0\n", " while n < 1 or n > maximum:\n", " n = int(input(f'Enter number of {mode} values to show (max = {maximum}):'))\n", " dims[mode] = n\n", "\n", "# choose any data points you'd like to see\n", "# (initialize idx here)\n", "\n", "# down-select to only non-zero data\n", "viz_df = viz_da.to_series().reset_index()\n", "viz_df = viz_df[viz_df['data'] != 0]\n", "for mode in [mode0, mode1, 'sample_replicate_id']:\n", " dims[mode] = min(dims[mode], viz_df[mode].nunique())\n", "\n", "# look at the indices in each mode that have the most non-negative values across the other modes\n", "candidate_idx = {mode0: [], mode1: [], 'sample_replicate_id': []}\n", "for mode_pair in itertools.permutations([mode0, mode1, 'sample_replicate_id'], 2):\n", " count_df = viz_df.groupby(mode_pair[0])[mode_pair[1]].value_counts().sort_values(ascending=False).reset_index()\n", " for mode in mode_pair:\n", " candidate_idx[mode].append(set(count_df[mode].unique()[:dims[mode]]))\n", "\n", "# pull out consensus indices\n", "idx = {}\n", "for mode in [mode0, mode1, 'sample_replicate_id']:\n", " idx[mode] = set()\n", " consensus = set.intersection(*candidate_idx[mode]).difference(idx[mode])\n", " alternates = set.union(*candidate_idx[mode]).difference(consensus.union(idx[mode]))\n", " while len(idx[mode]) < dims[mode]:\n", " idx[mode] = idx[mode].union(set(random.sample(sorted(consensus), min(len(consensus), dims[mode] - len(idx[mode])))))\n", " idx[mode] = idx[mode].union(set(random.sample(sorted(alternates), dims[mode] - len(idx[mode]))))\n", " idx[mode] = list(idx[mode])\n", "\n", "# down-select data\n", "viz_da = viz_da.sel({mode0: idx[mode0], mode1: idx[mode1], 'sample_replicate_id': idx['sample_replicate_id']})\n", "viz_da" ] }, { "cell_type": "code", "execution_count": 5, "id": "21e7701e-2ab2-412c-84b3-ca801f3d34b1", "metadata": {}, "outputs": [ { "data": { "text/html": [ " \n", " " ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "hovertemplate": "phylum=%{x}
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"Dictyochophyceae", "Dictyochophyceae", "Dictyochophyceae", "Dictyochophyceae", "Dictyochophyceae", "Dictyochophyceae", "Dictyochophyceae", "Dictyochophyceae", "Dictyochophyceae", "Dictyochophyceae", "Dictyochophyceae", "Dictyochophyceae", "Dictyochophyceae", "Pelagophyceae", "Pelagophyceae", "Pelagophyceae", "Pelagophyceae", "Pelagophyceae", "Pelagophyceae", "Pelagophyceae", "Pelagophyceae", "Pelagophyceae", "Pelagophyceae", "Pelagophyceae", "Pelagophyceae", "Pelagophyceae", "Pelagophyceae", "Pelagophyceae", "Pelagophyceae", "Pelagophyceae", "Pelagophyceae", "Pelagophyceae", "Pelagophyceae", "Pelagophyceae", "Pelagophyceae", "Pelagophyceae", "Pelagophyceae", "Pelagophyceae", "Pelagophyceae", "Pelagophyceae", "Pelagophyceae", "Chrysophyceae", "Chrysophyceae", "Chrysophyceae", "Chrysophyceae", "Chrysophyceae", "Chrysophyceae", "Chrysophyceae", "Chrysophyceae", "Chrysophyceae", "Chrysophyceae", "Chrysophyceae", "Chrysophyceae", "Chrysophyceae", "Chrysophyceae", "Chrysophyceae", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# visualize selected data\n", "\n", "# build 3d scatterplot\n", "modes = [mode for mode, _ in sorted(dims.items(), key=lambda item:item[1])]\n", "viz_df = viz_da.to_series().reset_index()\n", "viz_df['abs_data'] = viz_df['data'].abs()\n", "fig = px.scatter_3d(\n", " viz_df, x=modes[0], y=modes[2], z=modes[1], color='data', size='abs_data', opacity=0.5, \n", " color_continuous_scale='RdBu_r', \n", ")\n", "# update layout to improve readability\n", "fig.update_layout(scene={\n", " 'xaxis': {'showbackground': False, 'showticklabels': False}, \n", " 'yaxis': {'showbackground': False, 'showticklabels': False}, \n", " 'zaxis': {'showbackground': False, 'showticklabels': False}, \n", " 'aspectmode': 'data'}, \n", " width=700, paper_bgcolor='#fff', plot_bgcolor='#fff'\n", ")\n", "fig.update_traces(marker={'line': {'color': None, 'width': 0}})\n" ] }, { "cell_type": "code", "execution_count": null, "id": "f675be21-15dc-4198-856a-b5d9cbd800f3", "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "Python 3 (ipykernel)", "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": "3.11.9" } }, "nbformat": 4, "nbformat_minor": 5 }