From b5d0038fed7557c53f6f1f26cbb846d7fe52291f Mon Sep 17 00:00:00 2001 From: dyuan1111 Date: Tue, 1 Oct 2024 13:01:08 -0700 Subject: [PATCH] add in a plotting function --- src/sciduck/__init__.py | 5 +- src/sciduck/plotting.py | 96 +++++++++++++++++++++ tutorials/sciduck_plotting_example.ipynb | 105 +++++++++++++++++++++++ 3 files changed, 205 insertions(+), 1 deletion(-) create mode 100644 src/sciduck/plotting.py create mode 100644 tutorials/sciduck_plotting_example.ipynb diff --git a/src/sciduck/__init__.py b/src/sciduck/__init__.py index 63ef06b..123cdaf 100644 --- a/src/sciduck/__init__.py +++ b/src/sciduck/__init__.py @@ -5,5 +5,8 @@ """ __version__ = "0.1.2" -__author__ = 'Nelson Johansen' +__authors__ = ['Nelson Johansen', 'Matthew Schmitz', 'Dan Yuan'] __credits__ = 'Allen Institute for Brain Science' + +from . import basic_qc as basic_qc +from . import plotting as pl \ No newline at end of file diff --git a/src/sciduck/plotting.py b/src/sciduck/plotting.py new file mode 100644 index 0000000..87c640b --- /dev/null +++ b/src/sciduck/plotting.py @@ -0,0 +1,96 @@ +import seaborn as sns +import matplotlib.pyplot as plt +from typing import Sequence, Literal +from anndata import AnnData + +def violin( + adata: AnnData, + y: str, + groupby: str|None = None, + log: bool = True, + scale: Literal["area", "count", "width"] = "width", + order: Sequence[str] | None = None, + xlabel: str = "", + size: int = 4, + x_label_rotation: float = 0, + ylines: Sequence[float] = [] + ): + """ + Violin plot. + + Parameters + ---------- + adata + Annotated data matrix. + y + columns in `.obs` to plot for y axis. + groupby + The key of the observation grouping to use for x axis. + log + Use log scale for y. + scale + The method used to scale the width of each violin. + If 'width' (the default), each violin will have the same width. + If 'area', each violin will have the same area. + If 'count', a violin’s width corresponds to the number of observations. + order + Order of x. + xlabel + Label of the x axis. Defaults to `groupby`. + size + Size of the x labels. + x_label_rotation + Rotation of xtick labels. + ylines + Add horizontal lines to the plot. + + Returns + ------- + Tuple[Axes, Axes] + A tuple containing two matplotlib Axes objects: + - The first Axes object is the bar plot showing the count of observations for each group. + - The second Axes object is the violin plot showing the distribution of values in `y` for each group. + Examples + -------- + import sciduck as sd + # Call the function + ax1, ax2=sd.pl.violin(adata, groupby='AIT21_Class', y='n_genes_by_counts', x_label_rotation=20, size=12, ylines=[1000,2000,3000]) + # Customize further if needed + ax2.set_title("Violin Plot") + + """ + + count_values = adata.obs[groupby].value_counts().reset_index() + count_values.columns = [groupby, 'cell_counts'] + if order is None: + order = count_values[groupby].tolist() + + palette = sns.color_palette("husl", len(count_values)) + + fig = plt.figure(figsize=(12, 8)) + gs = fig.add_gridspec(2, 1, height_ratios=[0.5, 2]) # Adjust ratios as needed + + + # Create the bar plot on top of the violin plot + ax1 = fig.add_subplot(gs[0, 0]) + sns.barplot(x=groupby, y='cell_counts', data=count_values, palette=palette, ax=ax1, order=order) + ax1.set_xlabel('') # Remove x-axis label + ax1.set_xticks([]) # Remove x-ticks + ax1.set_xticklabels([]) # Remove x-tick labels + if log: + ax1.set_yscale('log') + + # Create the violin plot + ax2 = fig.add_subplot(gs[1, 0]) + sns.violinplot(x=groupby, y=y, data=adata.obs, inner=None, palette=palette, ax=ax2, order=order, density_norm=scale) + ax2.set_xticklabels(ax2.get_xticklabels(), rotation=x_label_rotation, ha='right', size=size) # Rotate x labels + if log: + ax2.set_yscale('log') + if xlabel !="": + ax2.set_xlabel(xlabel) + for y in ylines: # add horizontal lines + ax2.axhline(y=y, color='red', linestyle='--', linewidth=1) + + plt.tight_layout() + + return ax1, ax2 \ No newline at end of file diff --git a/tutorials/sciduck_plotting_example.ipynb b/tutorials/sciduck_plotting_example.ipynb new file mode 100644 index 0000000..7dd243f --- /dev/null +++ b/tutorials/sciduck_plotting_example.ipynb @@ -0,0 +1,105 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 1, + "id": "997998d5-353f-45f8-8a43-e33ce6243864", + "metadata": {}, + "outputs": [], + "source": [ + "## download the sciduck package or specify the path to it as below \n", + "# import sys\n", + "# sys.path.insert(0,'/allen/programs/celltypes/workgroups/rnaseqanalysis/dyuan/custom_packages/sciduck/src/')\n", + "\n", + "import scanpy as sc\n", + "import sciduck as sd" + ] + }, + { + "cell_type": "markdown", + "id": "f2a87db9-bb79-4b5a-b69f-8c0c8bfffacd", + "metadata": {}, + "source": [ + "## Load in data that contain precomputed qc metrics in adata.obs" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "8ca85107-eca6-4e9d-a2b8-d2ad81d5e533", + "metadata": {}, + "outputs": [], + "source": [ + "adata = sc.read_h5ad('/path/to/h5ad')" + ] + }, + { + "cell_type": "markdown", + "id": "1470f5d4-4446-4947-8bed-5fe3566fa19f", + "metadata": {}, + "source": [ + "## Plot violin plot with a bar plot at the top indicating cell numbers in each group" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "9f44b88d-1cda-40ec-9a5d-fbf2fd53a968", + "metadata": {}, + "outputs": [ + { + "name": "stderr", + "output_type": "stream", + "text": [ + "/allen/programs/celltypes/workgroups/rnaseqanalysis/dyuan/custom_packages/sciduck/src/sciduck/plotting.py:82: FutureWarning: \n", + "\n", + "Passing `palette` without assigning `hue` is deprecated and will be removed in v0.14.0. Assign the `x` variable to `hue` and set `legend=False` for the same effect.\n", + "\n", + " sns.barplot(x=groupby, y='cell_counts', data=count_values, palette=palette, ax=ax1, order=order)\n", + "/allen/programs/celltypes/workgroups/rnaseqanalysis/dyuan/custom_packages/sciduck/src/sciduck/plotting.py:91: FutureWarning: \n", + "\n", + "Passing `palette` without assigning `hue` is deprecated and will be removed in v0.14.0. Assign the `x` variable to `hue` and set `legend=False` for the same effect.\n", + "\n", + " sns.violinplot(x=groupby, y=y, data=adata.obs, inner=None, palette=palette, ax=ax2, order=order, density_norm=scale)\n", + "/allen/programs/celltypes/workgroups/rnaseqanalysis/dyuan/custom_packages/sciduck/src/sciduck/plotting.py:92: UserWarning: set_ticklabels() should only be used with a fixed number of ticks, i.e. after set_ticks() or using a FixedLocator.\n", + " ax2.set_xticklabels(ax2.get_xticklabels(), rotation=x_label_rotation, ha='right', size=size) # Rotate x labels\n" + ] + }, + { + "data": { + "image/png": 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", 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