{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "## Separate CDS interactivity\n", "\n", "Be able to click CDS regions in and out of the plot separate from the exons" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "import RNApysoforms as RNApy\n", "import polars as pl" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "data": { "text/html": [ " \n", " " ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "fill": "toself", "fillcolor": "#F8766D", "hoverinfo": "text", "hoverlabel": { "namelength": -1 }, "hoveron": "fills+points", "hovertemplate": "transcript_id: ENST00000346798
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Feature Type: exon
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Feature Type: exon
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Feature Number: 4
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Feature Number: 2
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Feature Number: 15
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Feature Type: exon
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Feature Number: 12
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Feature Number: 11
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Feature Number: 10
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Feature Number: 9
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Feature Type: exon
Feature Number: 8
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Feature Type: exon
Feature Number: 7
Chromosome: 21
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", "text/html": [ "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "## Path to your ENSEMBL GTF file, counts matrix file, and metadata file\n", "ensembl_gtf_path = \"../../tests/test_data/Homo_sapiens_chr21_and_Y.GRCh38.110.gtf\"\n", "counts_matrix_path = \"../../tests/test_data/counts_matrix_chr21_and_Y.tsv\"\n", "metadata_path = \"../../tests/test_data/sample_metadata.tsv\"\n", "\n", "\n", "## Read ENSEMBL GTF and counts matrix with metadata and normalizations\n", "annotation = RNApy.read_ensembl_gtf(ensembl_gtf_path)\n", "counts_matrix = RNApy.read_expression_matrix(expression_matrix_path=counts_matrix_path,\n", " metadata_path=metadata_path,\n", " cpm_normalization=True, relative_abundance=True)\n", "\n", "\n", "## Filter APP gene and keep only top 5 expressed transcripts\n", "app_annotation, app_counts_matrix = RNApy.gene_filtering(annotation=annotation, expression_matrix=counts_matrix, target_gene=\"APP\",\n", " order_by_expression=True, keep_top_expressed_transcripts=5, \n", " order_by_expression_column=\"counts\")\n", "\n", "\n", "# Rescale introns\n", "app_annotation = RNApy.shorten_gaps(app_annotation)\n", "\n", "\"\"\"\n", "Add separate transcript biotype label to CDS regions and exon regions in\n", "protein coding transcripts so that they can be isolated when interacting with the\n", "plotly plots. \n", "\"\"\"\n", "app_annotation = app_annotation.with_columns(\n", " pl.when(pl.col(\"type\") == \"CDS\")\n", " .then(pl.lit(\"protein_coding - CDS\"))\n", " .when((pl.col(\"type\") == \"exon\") & (pl.col(\"transcript_biotype\") == \"protein_coding\"))\n", " .then(pl.lit(\"protein_coding - Exon\"))\n", " .otherwise(pl.col(\"transcript_biotype\"))\n", " .alias(\"transcript_biotype\")\n", ")\n", "\n", "\n", "\n", "# Define a mapping from transcript_biotype to colors\n", "biotype_colors = {\n", " 'protein_coding - Exon': '#F8766D',\n", " 'protein_coding - CDS': '#F8766D',\n", " 'protein_coding_CDS_not_defined': '#00BFC4'\n", "}\n", "\n", "# Define a mapping for \"AD Status\" from expression matrix\n", "ad_status_colors = {\n", " 'AD': '#7CAE00',\n", " 'Control': '#C77CFF',\n", "}\n", "\n", "\n", "\n", "\"\"\"\n", "Create traces, notice the `annotation_color_map` and the\n", "`expression_color_map` being passed to define the color maps for the different\n", "values contained in the `expression_hue` column from the expression matrix and \n", "the `annotation_hue` column from the annotation. This can be applied to ensure\n", "that your plot always has the same colors associated with the same\n", "`annotation_hue` and `expression_hue` values.\n", "\"\"\"\n", "traces = RNApy.make_traces(annotation=app_annotation, expression_matrix=app_counts_matrix, \n", " x_start=\"rescaled_start\", x_end=\"rescaled_end\",\n", " y='transcript_id', annotation_hue=\"transcript_biotype\",\n", " hover_start=\"start\", hover_end=\"end\",\n", " expression_columns=[\"counts\", \"CPM\", \"relative_abundance\"],\n", " expression_hue=\"AD status\", marker_size=3, arrow_size=7,\n", " annotation_color_map=biotype_colors,\n", " expression_color_map=ad_status_colors)\n", "\n", "## Put traces into a figure\n", "fig = RNApy.make_plot(traces=traces, subplot_titles=[\"Transcript Structure\", \"Counts\", \"CPM\", \"Relative Abundance\"], \n", " width=1200, height=500)\n", "\n", "## Show figure\n", "fig.show()\n" ] }, { "cell_type": "markdown", "metadata": { "jp-MarkdownHeadingCollapsed": true }, "source": [ "Notes:\n", "\n", "You can click on the legend items to make figure elements appear and disappear.\n", "\n", "The legend title will get grayed out when clicking on the first legend item. I could not find a workaround for that with the current plotly release (version 5).\n", "\n", "The hovering for exons and CDS works best if you hover your mouse over the corners of the CDS/exon boxes." ] } ], "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": "3.9.12" } }, "nbformat": 4, "nbformat_minor": 4 }