{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Stability analysis of ICA components for transcriptomic data \n", "\n", "Here we propose a short analysis of the stability and the reproductibility of ICA components extracted from several gene expression data sets. We are mainly interested in studying the behavior of transcriptomic data extracted from [\"Defining the Biological Basis of Radiomic Phenotypes in Lung Cancer\" Grossman et al. 2017](https://elifesciences.org/articles/23421)." ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "#%load_ext autoreload\n", "#%autoreload 2\n", "\n", "import pandas as pd\n", "import numpy as np\n", "import matplotlib.pyplot as plt\n", "import time" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 0. Load data sets \n", "\n", "### Grossman data set \n", "\n", "These data sets were extracted from [\"Defining the Biological Basis of Radiomic Phenotypes in Lung Cancer\" Grossman et al. 2017](https://elifesciences.org/articles/23421). \n", " \n", "df1 contains the expression of 21,766 unique genes for 269 patients with Non-small cell lung cancer (NSCLC) treated at the H. Lee Moffitt Cancer Center, Tampa, Florida, USA. df2 contains the expression of the same 21,766 unique genes for 89 patients with Non-small cell lung cancer (NSCLC)treated at MAASTRO clinical, Maastricht, NL. Gene expression values were measured on a custom Rosetta/Merck Affymetrix 2.0 microarray chipset and normalized with the robust multi-array average (RMA) algorithm. " ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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It will usually take a bit of time.\n", "#new_data = pd.read_excel(\"data/new_data.xlsx\" , engine = 'openpyxl' , sheet_name=['expression' , 'clinical'] , index_col=0)\n", "\n", "new_data['expression'] = new_data['expression'].drop(columns = 'gene_name').transpose()\n", "\n", "temp = new_data['expression'].join(new_data['clinical'][['Dataset' , 'Histology (ADC: adenocarcinoma; LCC: large cell carcinoma; SCC: squamous cell carcinoma)']])\n", "df3 = temp.reset_index().rename(columns = {'index' : 'Samples'}).set_index(['Dataset' , 'Samples'])\n", "\n", "del temp , new_data\n", "\n", "df3 = df3[df3['Histology (ADC: adenocarcinoma; LCC: large cell carcinoma; SCC: squamous cell carcinoma)'] != 'Healthy'].drop(columns = 'Histology (ADC: adenocarcinoma; LCC: large cell carcinoma; SCC: squamous cell carcinoma)')\n", "df3.head()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We only keep data sets with more than 89 samples to avoid ending up with very noisy ICA components which will compromise the stability analysis." ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Data sets in the study : \n", "Grossman USA 262\n", "Grossman UE 89\n", "GSE19188 91\n", "GSE28571 100\n", "GSE50081 181\n", "GSE31210 226\n", "GSE18842 91\n" ] } ], "source": [ "dataframe = pd.concat([df1, df2 , df3], join = 'inner')\n", "names = list(dataframe.index.unique(0))\n", "\n", "exclude = []\n", "print(\"Data sets in the study : \") \n", "for name in names:\n", " n_samples = dataframe.loc[name].shape[0]\n", " if n_samples < 89:\n", " exclude.append(name)\n", " else:\n", " print(name , n_samples)\n", " \n", "del df1 , df2 , df3\n", "\n", "names = list(set(names) - set(exclude))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 1. Most Stable Transcriptome Dimension (MSTD) \n", "\n", "In order to select the number of ICA components we refer to [\"Determining the optimal number of independent components for reproducible transcriptomic data analysis\" Kairov et al. 2017](https://bmcgenomics.biomedcentral.com/articles/10.1186/s12864-017-4112-9). The idea is to find a trade-off between a sufficiently large number of components to capture all essential information and a restricted dimension to avoid ending up with a lot of very unstable components which only capture noise. \n", "\n", "To do so we plot the stability distribution for a wide range of different number of components M = 5, ... , 100 and we observe which choice of M most satisfies the trade-off the most." ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "15004e73a881433eb253770edb999a69", "version_major": 2, "version_minor": 0 }, "text/plain": [ " 0%| | 0/49 [00:00" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "#MSTD plot for the data set GSE31210.\n", "from sica.base import MSTD\n", "X = dataframe.loc['GSE31210'].apply(func = lambda x : x - x.mean() , axis = 0)\n", "MSTD(X , 5 , 100 , 2 , 20 , max_iter = 3000)\n", "#MSTD(X.values , 5 , 100 , 2 , 20 , max_iter = 3000)" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [], "source": [ "MSTD = 45" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 2. Stabilized ICA decompostion for each data set \n", "\n", "Our stabilized ICA algorithm is a copy of the ICASSO algorithm (implemented in MATLAB) [\"ICASSO: software for investigating the reliability of ICA estimates by clustering and visualization\" Himberg et al.](https://www.cs.helsinki.fi/u/ahyvarin/papers/Himberg03.pdf) The main idea is to iterate several times the FastICA algorithm (ex: from sklearn), cluster the results (agglomerative hierarchical clustering) and define the final ICA components as the centrotype of each cluster." ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [], "source": [ "from sica.base import StabilizedICA as sICA" ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "GSE31210 done ! running time (min): 00:41.43\n", "GSE50081 done ! running time (min): 00:27.18\n", "Grossman USA done ! running time (min): 00:32.93\n", "GSE19188 done ! running time (min): 00:25.28\n", "GSE28571 done ! running time (min): 00:23.74\n", "GSE18842 done ! running time (min): 00:21.22\n", "Grossman UE done ! running time (min): 00:24.44\n" ] } ], "source": [ "Sources = []\n", "decomp = sICA(n_components = MSTD , n_runs = 30, n_jobs = -1)\n", "\n", "for name in names:\n", " start = time.time()\n", " X = dataframe.loc[name].apply(func = lambda x : x - x.mean() , axis = 0)\n", " #decomp.fit(X.values)\n", " decomp.fit(X)\n", " Sources.append(decomp.S_ )\n", " end = time.time()\n", " minutes, seconds = divmod(end - start, 60)\n", " print(name + \" done !\" , \"running time (min): \" + \"{:0>2}:{:05.2f}\".format(int(minutes),seconds))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 3. Study of reproducibility - MNN graph\n", "\n", "In order to study the reproducibility of ICA components between the four data sets we use the notion of Reciprocal Best Hit (RBH). We consider that a component $i$ extracted from a data set D1 and another component $j$ extracted from a data set D2 are linked if: \n", "\n", "\\begin{equation}\n", "|\\rho_{ij}| = \\max \\{ |\\rho_{ik}| , \\forall k \\, \\in D2 \\} = \\max \\{ |\\rho_{lj}| , \\forall l \\, \\in D1 \\}\n", "\\end{equation}\n", "\n", "Here $\\rho_{ij}$ represents the Pearson's correlation coefficient between the components $i$ and $j$. We chose to use Pearson's coefficient over non-parametric coefficients such as Kendall's or Spearman's coefficients since it is strongly influenced by extreme values. Yet in our case these extreme values characterize our ICA components ." ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [], "source": [ "from sica.mutualknn import MNNgraph" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "**Note :** The layout of the following RBH network is strongly influenced by a random initialisation (Fruchterman-Reingold force-directed algorithm). One may have to run the following result several times to obtain a satisfying result." ] }, { "cell_type": "code", "execution_count": 12, "metadata": { "tags": [ "nbsphinx-thumbnail" ] }, "outputs": [ { "data": { "text/plain": [ "" ] }, "execution_count": 12, "metadata": {}, "output_type": "execute_result" }, { "data": { "image/png": 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\n", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig , ax = plt.subplots(figsize = (10 , 7))\n", "\n", "cg = MNNgraph(data = Sources , names = names , k=1, weighted=False)\n", "cg.draw(ax=ax, colors = ['r' , 'k' , 'b' , 'g' , 'yellow' , 'purple' , 'brown'] , spacing = 2)\n", "\n", "ax.legend(bbox_to_anchor=(1.25 , 1))" ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [], "source": [ "cg.export_json(\"stability.json\")" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We can also draw the bipartite RBH graph for the ICA components of two data sets. We display the Pearson correlation coefficient for each link. In the following we display the bipartite graphs for the couples of sets ('Grossman UE' , 'GSE19188') and ('Grossman UE' , 'GSE50081')." ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "data": { "image/png": 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig , axes = plt.subplots(1 , 2 , figsize=(20 , 10))\n", "for i in range(2):\n", " cg = MNNgraph(data = [Sources[0] , Sources[i+1]] , names = [names[i] , names[i+1]] , k=1)\n", " cg.draw(ax=axes[i] , bipartite_graph = True)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 4. Cytoscape visualization of the stability network\n", "\n", "In order to visualize the stability network with cytoscape directly on the jupyter notebook we use the [ipycytoscape package](https://github.com/QuantStack/ipycytoscape). Please install it with: \n", "* conda install -c conda-forge ipycytoscape\n", "* pip install ipycytoscape" ] }, { "cell_type": "code", "execution_count": 19, "metadata": {}, "outputs": [], "source": [ "import ipycytoscape\n", "import json\n", "\n", "with open(\"stability.json\") as fi:\n", " json_file = json.load(fi)\n", " \n", "cytoscapeobj = ipycytoscape.CytoscapeWidget()\n", "cytoscapeobj.graph.add_graph_from_json(json_file['elements'])\n", "\n", "cytoscapeobj.set_layout(name = 'cose')" ] }, { "cell_type": "code", "execution_count": 20, "metadata": {}, "outputs": [], "source": [ "cytoscapeobj.set_style([{'selector': 'node',\n", " 'css': {\n", " 'content': 'data(name)',\n", " 'font-size': '12px',\n", " 'text-valign': 'center',\n", " 'text-halign': 'center',\n", " 'background-color': 'blue',\n", " 'color': 'b',\n", " }\n", " },\n", " {'selector': 'edge',\n", " 'css': {\n", " 'curve-style': 'haystack',\n", " 'haystack-radius': '0.5',\n", " 'opacity': '0.7',\n", " 'line-color': '#bbb',\n", " 'width': 'mapData(weight , 0 , 1 , 1 , 15)',\n", " 'overlay-padding': '3px'\n", " }\n", " }])" ] }, { "cell_type": "code", "execution_count": 21, "metadata": { "scrolled": true }, "outputs": [ { "data": { "application/vnd.jupyter.widget-view+json": { "model_id": "3ceaa04c0dc24135ae5e3758ec491aec", "version_major": 2, "version_minor": 0 }, "text/plain": [ "CytoscapeWidget(cytoscape_layout={'name': 'cose'}, cytoscape_style=[{'selector': 'node', 'css': {'content': 'd…" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "cytoscapeobj" ] } ], "metadata": { "celltoolbar": "Tags", "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": "3.9.7" } }, "nbformat": 4, "nbformat_minor": 4 }