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"## Use consistent color maps for making your plots\n",
"\n",
"Define color maps for hues used for RNA isoform structure and expression plot so labels are consistently associated with the same colors."
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"import RNApysoforms as RNApy\n",
"import polars as pl"
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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",
"# Define a mapping from transcript_biotype to colors\n",
"biotype_colors = {\n",
" 'protein_coding': '#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"
]
},
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"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."
]
}
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