{
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   "cell_type": "markdown",
   "id": "12b9a308-2b29-4215-ade7-dc2d4a27cbad",
   "metadata": {},
   "source": [
    "# Different Expression Analysis\n",
    "\n",
    "An important task of bulk rna-seq analysis is the different expression , which we can perform with omicverse. For different expression analysis, ov change the `gene_id` to `gene_name` of matrix first. When our dataset existed the batch effect, we can use the SizeFactors of DEseq2 to normalize it, and use `t-test` of `wilcoxon` to calculate the p-value of genes. Here we demonstrate this pipeline with a matrix from `featureCounts`. The same pipeline would generally be used to analyze any collection of RNA-seq tasks. \n",
    "\n",
    "Colab_Reproducibility：https://colab.research.google.com/drive/1q5lDfJepbtvNtc1TKz-h4wGUifTZ3i0_?usp=sharing"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "d106534a-58ce-4ed3-a16a-bf10b0842d4d",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Warning: Could not read dependencies from pyproject.toml: [Errno 2] No such file or directory: '/home/groups/xiaojie/steorra/env/omicverse/lib/python3.10/site-packages/omicverse/pyproject.toml'\n",
      "\n",
      "   ____            _     _    __                  \n",
      "  / __ \\____ ___  (_)___| |  / /__  _____________ \n",
      " / / / / __ `__ \\/ / ___/ | / / _ \\/ ___/ ___/ _ \\ \n",
      "/ /_/ / / / / / / / /__ | |/ /  __/ /  (__  )  __/ \n",
      "\\____/_/ /_/ /_/_/\\___/ |___/\\___/_/  /____/\\___/                                              \n",
      "\n",
      "Version: 1.6.11, Tutorials: https://omicverse.readthedocs.io/\n"
     ]
    }
   ],
   "source": [
    "import omicverse as ov\n",
    "import scanpy as sc\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "ov.plot_set()"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "602f2ba4-6854-438f-b170-6f060dc1015e",
   "metadata": {},
   "source": [
    "## Geneset Download\n",
    "\n",
    "When we need to convert a gene id, we need to prepare a mapping pair file. Here we have pre-processed 6 genome gtf files and generated mapping pairs including `T2T-CHM13`, `GRCh38`, `GRCh37`, `GRCm39`, `danRer7`, and `danRer11`. If you need to convert other id_mapping, you can generate your own mapping using gtf Place the files in the `genesets` directory."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "54f188e6-e797-4503-8cdc-f0fb4c25500f",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "......Geneid Annotation Pair download start: pair_GRCm39\n",
      "......Loading dataset from genesets/pair_GRCm39.tsv\n",
      "......Geneid Annotation Pair download start: pair_T2TCHM13\n",
      "......Loading dataset from genesets/pair_T2TCHM13.tsv\n",
      "......Geneid Annotation Pair download start: pair_GRCh38\n",
      "......Loading dataset from genesets/pair_GRCh38.tsv\n",
      "......Geneid Annotation Pair download start: pair_GRCh37\n",
      "......Loading dataset from genesets/pair_GRCh37.tsv\n",
      "......Geneid Annotation Pair download start: pair_danRer11\n",
      "......Loading dataset from genesets/pair_danRer11.tsv\n",
      "......Geneid Annotation Pair download start: pair_danRer7\n",
      "......Loading dataset from genesets/pair_danRer7.tsv\n",
      "......Geneid Annotation Pair download finished!\n"
     ]
    }
   ],
   "source": [
    "ov.utils.download_geneid_annotation_pair()"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "fe8c907f-d643-479b-91cd-0d88b1364969",
   "metadata": {},
   "source": [
    "Note that this dataset has not been processed in any way and is only exported by `featureCounts`, and Sequence alignment was performed from the genome file of CRCm39\n",
    "\n",
    "sample data can be download from: https://raw.githubusercontent.com/Starlitnightly/omicverse/master/sample/counts.txt"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "887712a0-8b97-4605-bb70-d3c5a7cf1994",
   "metadata": {},
   "outputs": [
    {
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       "                    1--1  1--2  2--1  2--2  3--1  3--2  4--1  4--2  4-3  4-4  \\\n",
       "Geneid                                                                         \n",
       "ENSMUSG00000102628     0     0     0     0     5     0     0     0    0    0   \n",
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     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
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   "source": [
    "data=ov.pd.read_csv('https://raw.githubusercontent.com/Starlitnightly/omicverse/master/sample/counts.txt',index_col=0,sep='\\t',header=1)\n",
    "#data=ov.read('data/counts.txt',index_col=0,header=1)\n",
    "#replace the columns `.bam` to `` \n",
    "data.columns=[i.split('/')[-1].replace('.bam','') for i in data.columns]\n",
    "data.head()"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "c7971068-b113-458a-b07a-57c0e15889e3",
   "metadata": {},
   "source": [
    "## ID mapping\n",
    "\n",
    "We performed the gene_id mapping by the mapping pair file `GRCm39` downloaded before."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "1df94b93-6ae1-4a42-94b9-ae099cf39679",
   "metadata": {},
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     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "data=ov.bulk.Matrix_ID_mapping(data,'genesets/pair_GRCm39.tsv')\n",
    "data.head()"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "e70fea80-d79e-43f9-8d74-a38c79bcaf05",
   "metadata": {},
   "source": [
    "## Different expression analysis with ov\n",
    "\n",
    "We can do differential expression analysis very simply by ov, simply by providing an expression matrix. To run DEG, we simply need to:\n",
    "\n",
    "- Read the raw count by featureCount or any other qualify methods.\n",
    "- Create an ov DEseq object."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "e21ceaa7-6fdc-4d29-a87c-22ee2e389c0d",
   "metadata": {},
   "outputs": [],
   "source": [
    "dds=ov.bulk.pyDEG(data)"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "63a902a2-13c9-4cc4-bbe0-b109ac81424a",
   "metadata": {},
   "source": [
    "We notes that the gene_name mapping before exist some duplicates, we will process the duplicate indexes to retain only the highest expressed genes"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "9bf0795e-c55e-4253-bdfb-df2958e5afd7",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "... drop_duplicates_index success\n"
     ]
    }
   ],
   "source": [
    "dds.drop_duplicates_index()\n",
    "print('... drop_duplicates_index success')"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "b106b95b-3e7d-4d23-b4bf-df508c7a2f33",
   "metadata": {},
   "source": [
    "We also need to remove the batch effect of the expression matrix, `estimateSizeFactors` of DEseq2 to be used to normalize our matrix"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "cd1957da-7763-4354-aefc-dfaa24313cbc",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "... estimateSizeFactors and normalize success\n"
     ]
    }
   ],
   "source": [
    "dds.normalize()\n",
    "print('... estimateSizeFactors and normalize success')"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "326ca241-ea80-434f-a707-5c7bb2a583b3",
   "metadata": {},
   "source": [
    "Now we can calculate the different expression gene from matrix, we need to input the treatment and control groups\n",
    "\n",
    "### ttest"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "b6b39b35-59d4-4fa8-b7cd-ab000976081c",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "⚙️ You are using ttest method for differential expression analysis.\n",
      "⏰ Start to calculate qvalue...\n",
      "✅ Differential expression analysis completed.\n"
     ]
    },
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       "      <td>-0.286423</td>\n",
       "      <td>0.286423</td>\n",
       "      <td>0.081993</td>\n",
       "      <td>4.796963</td>\n",
       "      <td>4.505703</td>\n",
       "      <td>sig</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Glo1-ps</th>\n",
       "      <td>0.000016</td>\n",
       "      <td>0.000032</td>\n",
       "      <td>0.538839</td>\n",
       "      <td>1718.087949</td>\n",
       "      <td>1321.875745</td>\n",
       "      <td>10.368371</td>\n",
       "      <td>-0.892074</td>\n",
       "      <td>0.892074</td>\n",
       "      <td>0.053884</td>\n",
       "      <td>4.792256</td>\n",
       "      <td>4.501011</td>\n",
       "      <td>sig</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Kmt2a</th>\n",
       "      <td>0.000023</td>\n",
       "      <td>0.000045</td>\n",
       "      <td>1.203046</td>\n",
       "      <td>1337.209316</td>\n",
       "      <td>1224.344556</td>\n",
       "      <td>10.257794</td>\n",
       "      <td>0.266692</td>\n",
       "      <td>0.266692</td>\n",
       "      <td>0.120305</td>\n",
       "      <td>4.638583</td>\n",
       "      <td>4.347354</td>\n",
       "      <td>sig</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5730522E02Rik</th>\n",
       "      <td>0.000028</td>\n",
       "      <td>0.000054</td>\n",
       "      <td>34.728018</td>\n",
       "      <td>7.971628</td>\n",
       "      <td>3.985814</td>\n",
       "      <td>1.994874</td>\n",
       "      <td>5.118028</td>\n",
       "      <td>5.118028</td>\n",
       "      <td>3.472802</td>\n",
       "      <td>4.560393</td>\n",
       "      <td>4.270316</td>\n",
       "      <td>sig</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                 pvalue    qvalue  FoldChange  MaxBaseMean     BaseMean  \\\n",
       "gene_id                                                                   \n",
       "Uqcrh          0.000005  0.000009    1.340669  2847.780642  2485.934617   \n",
       "Tdrd7          0.000016  0.000031    0.819932   570.613422   519.217650   \n",
       "Glo1-ps        0.000016  0.000032    0.538839  1718.087949  1321.875745   \n",
       "Kmt2a          0.000023  0.000045    1.203046  1337.209316  1224.344556   \n",
       "5730522E02Rik  0.000028  0.000054   34.728018     7.971628     3.985814   \n",
       "\n",
       "               log2(BaseMean)    log2FC  abs(log2FC)      size  -log(pvalue)  \\\n",
       "gene_id                                                                        \n",
       "Uqcrh               11.279573  0.422953     0.422953  0.134067      5.341574   \n",
       "Tdrd7                9.020196 -0.286423     0.286423  0.081993      4.796963   \n",
       "Glo1-ps             10.368371 -0.892074     0.892074  0.053884      4.792256   \n",
       "Kmt2a               10.257794  0.266692     0.266692  0.120305      4.638583   \n",
       "5730522E02Rik        1.994874  5.118028     5.118028  3.472802      4.560393   \n",
       "\n",
       "               -log(qvalue)  sig  \n",
       "gene_id                           \n",
       "Uqcrh              5.050298  sig  \n",
       "Tdrd7              4.505703  sig  \n",
       "Glo1-ps            4.501011  sig  \n",
       "Kmt2a              4.347354  sig  \n",
       "5730522E02Rik      4.270316  sig  "
      ]
     },
     "execution_count": 17,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "treatment_groups=['4-3','4-4']\n",
    "control_groups=['1--1','1--2']\n",
    "result_ttest=dds.deg_analysis(treatment_groups,control_groups,method='ttest')\n",
    "result_ttest.sort_values('qvalue').head()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a841156b-813d-4d68-be38-12fb077c8ec3",
   "metadata": {},
   "source": [
    "### (optional) edgeR with python\n",
    "\n",
    "This module is a partial port in Python of the R Bioconductor [edgeR package](https://bioconductor.org/packages/release/bioc/html/edgeR.html)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "d4c63352-71f8-4ab5-95b2-0cdc00cef8fd",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "⚙️ You are using edgepy method for differential expression analysis.\n",
      "⏰ Start to create DGEList...\n",
      "⏰ Start to calculate qvalue...\n",
      "✅ Differential expression analysis completed.\n"
     ]
    },
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
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       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
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       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>pvalue</th>\n",
       "      <th>qvalue</th>\n",
       "      <th>FoldChange</th>\n",
       "      <th>MaxBaseMean</th>\n",
       "      <th>BaseMean</th>\n",
       "      <th>log2(BaseMean)</th>\n",
       "      <th>log2FC</th>\n",
       "      <th>abs(log2FC)</th>\n",
       "      <th>size</th>\n",
       "      <th>-log(pvalue)</th>\n",
       "      <th>-log(qvalue)</th>\n",
       "      <th>sig</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>gene_id</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>Krtap9-5</th>\n",
       "      <td>2.904895e-46</td>\n",
       "      <td>1.583284e-41</td>\n",
       "      <td>0.000473</td>\n",
       "      <td>1547.775572</td>\n",
       "      <td>774.135593</td>\n",
       "      <td>9.596442</td>\n",
       "      <td>-11.046357</td>\n",
       "      <td>11.046357</td>\n",
       "      <td>1.104636</td>\n",
       "      <td>45.536870</td>\n",
       "      <td>40.800441</td>\n",
       "      <td>sig</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Krtap31-2</th>\n",
       "      <td>2.824260e-36</td>\n",
       "      <td>7.696673e-32</td>\n",
       "      <td>0.005276</td>\n",
       "      <td>2119.945065</td>\n",
       "      <td>1065.447800</td>\n",
       "      <td>10.057244</td>\n",
       "      <td>-7.566236</td>\n",
       "      <td>7.566236</td>\n",
       "      <td>0.756624</td>\n",
       "      <td>35.549095</td>\n",
       "      <td>31.113697</td>\n",
       "      <td>sig</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Krtap19-4</th>\n",
       "      <td>7.394568e-34</td>\n",
       "      <td>1.343445e-29</td>\n",
       "      <td>0.007051</td>\n",
       "      <td>1801.648929</td>\n",
       "      <td>907.058833</td>\n",
       "      <td>9.825052</td>\n",
       "      <td>-7.147957</td>\n",
       "      <td>7.147957</td>\n",
       "      <td>0.714796</td>\n",
       "      <td>33.131087</td>\n",
       "      <td>28.871780</td>\n",
       "      <td>sig</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Gm4553</th>\n",
       "      <td>2.906425e-33</td>\n",
       "      <td>3.960294e-29</td>\n",
       "      <td>0.007580</td>\n",
       "      <td>1747.474564</td>\n",
       "      <td>880.242980</td>\n",
       "      <td>9.781758</td>\n",
       "      <td>-7.043576</td>\n",
       "      <td>7.043576</td>\n",
       "      <td>0.704358</td>\n",
       "      <td>32.536641</td>\n",
       "      <td>28.402273</td>\n",
       "      <td>sig</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Gm10153</th>\n",
       "      <td>1.665008e-29</td>\n",
       "      <td>1.512493e-25</td>\n",
       "      <td>0.000884</td>\n",
       "      <td>267.271967</td>\n",
       "      <td>133.635984</td>\n",
       "      <td>7.062165</td>\n",
       "      <td>-10.144441</td>\n",
       "      <td>10.144441</td>\n",
       "      <td>1.014444</td>\n",
       "      <td>28.778584</td>\n",
       "      <td>24.820307</td>\n",
       "      <td>sig</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                 pvalue        qvalue  FoldChange  MaxBaseMean     BaseMean  \\\n",
       "gene_id                                                                       \n",
       "Krtap9-5   2.904895e-46  1.583284e-41    0.000473  1547.775572   774.135593   \n",
       "Krtap31-2  2.824260e-36  7.696673e-32    0.005276  2119.945065  1065.447800   \n",
       "Krtap19-4  7.394568e-34  1.343445e-29    0.007051  1801.648929   907.058833   \n",
       "Gm4553     2.906425e-33  3.960294e-29    0.007580  1747.474564   880.242980   \n",
       "Gm10153    1.665008e-29  1.512493e-25    0.000884   267.271967   133.635984   \n",
       "\n",
       "           log2(BaseMean)     log2FC  abs(log2FC)      size  -log(pvalue)  \\\n",
       "gene_id                                                                     \n",
       "Krtap9-5         9.596442 -11.046357    11.046357  1.104636     45.536870   \n",
       "Krtap31-2       10.057244  -7.566236     7.566236  0.756624     35.549095   \n",
       "Krtap19-4        9.825052  -7.147957     7.147957  0.714796     33.131087   \n",
       "Gm4553           9.781758  -7.043576     7.043576  0.704358     32.536641   \n",
       "Gm10153          7.062165 -10.144441    10.144441  1.014444     28.778584   \n",
       "\n",
       "           -log(qvalue)  sig  \n",
       "gene_id                       \n",
       "Krtap9-5      40.800441  sig  \n",
       "Krtap31-2     31.113697  sig  \n",
       "Krtap19-4     28.871780  sig  \n",
       "Gm4553        28.402273  sig  \n",
       "Gm10153       24.820307  sig  "
      ]
     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "result_edgepy=dds.deg_analysis(treatment_groups,control_groups,method='edgepy')\n",
    "result_edgepy.sort_values('qvalue').head()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e5982b75-9a38-4610-a103-8bd6422232aa",
   "metadata": {},
   "source": [
    "## (optional) limma\n",
    "\n",
    "This module is a partial port in Python of the R Bioconductor [limma package](https://bioconductor.org/packages/release/bioc/html/limma.html)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "30c9c31b-c183-4ee3-9da2-5381f96a21a1",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "[WARNING] More than half of residual variances are exactly zero: eBayes unreliable\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "⚙️ You are using limma method for differential expression analysis.\n",
      "⏰ Start to create DGEList...\n",
      "⏰ Start to adjust pvalue...\n",
      "✅ Differential expression analysis completed.\n"
     ]
    },
    {
     "data": {
      "text/html": [
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       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>pvalue</th>\n",
       "      <th>qvalue</th>\n",
       "      <th>FoldChange</th>\n",
       "      <th>MaxBaseMean</th>\n",
       "      <th>BaseMean</th>\n",
       "      <th>log2(BaseMean)</th>\n",
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       "      <th>abs(log2FC)</th>\n",
       "      <th>size</th>\n",
       "      <th>sig</th>\n",
       "      <th>-log(pvalue)</th>\n",
       "      <th>-log(qvalue)</th>\n",
       "      <th>F</th>\n",
       "      <th>t</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>gene_id</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
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       "      <th></th>\n",
       "      <th></th>\n",
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       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>Gm5853</th>\n",
       "      <td>0.000011</td>\n",
       "      <td>0.007723</td>\n",
       "      <td>5.216002</td>\n",
       "      <td>0.996454</td>\n",
       "      <td>0.498227</td>\n",
       "      <td>-1.005126</td>\n",
       "      <td>2.382945</td>\n",
       "      <td>2.382945</td>\n",
       "      <td>0.238294</td>\n",
       "      <td>sig</td>\n",
       "      <td>4.951007</td>\n",
       "      <td>2.112206</td>\n",
       "      <td>31871.910979</td>\n",
       "      <td>178.527060</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Gm14409</th>\n",
       "      <td>0.000011</td>\n",
       "      <td>0.007723</td>\n",
       "      <td>5.216002</td>\n",
       "      <td>0.996454</td>\n",
       "      <td>0.498227</td>\n",
       "      <td>-1.005126</td>\n",
       "      <td>2.382945</td>\n",
       "      <td>2.382945</td>\n",
       "      <td>0.238294</td>\n",
       "      <td>sig</td>\n",
       "      <td>4.951007</td>\n",
       "      <td>2.112206</td>\n",
       "      <td>31871.910979</td>\n",
       "      <td>178.527060</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Tdrd7</th>\n",
       "      <td>0.000005</td>\n",
       "      <td>0.007723</td>\n",
       "      <td>0.819932</td>\n",
       "      <td>570.613422</td>\n",
       "      <td>519.217650</td>\n",
       "      <td>9.020196</td>\n",
       "      <td>-0.286423</td>\n",
       "      <td>0.286423</td>\n",
       "      <td>0.028642</td>\n",
       "      <td>sig</td>\n",
       "      <td>5.330687</td>\n",
       "      <td>2.112206</td>\n",
       "      <td>69832.580356</td>\n",
       "      <td>-264.258548</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Myl10</th>\n",
       "      <td>0.000009</td>\n",
       "      <td>0.007723</td>\n",
       "      <td>13.648007</td>\n",
       "      <td>2.989361</td>\n",
       "      <td>1.494680</td>\n",
       "      <td>0.579837</td>\n",
       "      <td>3.770618</td>\n",
       "      <td>3.770618</td>\n",
       "      <td>0.377062</td>\n",
       "      <td>sig</td>\n",
       "      <td>5.052672</td>\n",
       "      <td>2.112206</td>\n",
       "      <td>39320.908935</td>\n",
       "      <td>198.295005</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5730522E02Rik</th>\n",
       "      <td>0.000009</td>\n",
       "      <td>0.007723</td>\n",
       "      <td>34.728018</td>\n",
       "      <td>7.971628</td>\n",
       "      <td>3.985814</td>\n",
       "      <td>1.994874</td>\n",
       "      <td>5.118028</td>\n",
       "      <td>5.118028</td>\n",
       "      <td>0.511803</td>\n",
       "      <td>sig</td>\n",
       "      <td>5.064980</td>\n",
       "      <td>2.112206</td>\n",
       "      <td>40333.534198</td>\n",
       "      <td>200.832105</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                 pvalue    qvalue  FoldChange  MaxBaseMean    BaseMean  \\\n",
       "gene_id                                                                  \n",
       "Gm5853         0.000011  0.007723    5.216002     0.996454    0.498227   \n",
       "Gm14409        0.000011  0.007723    5.216002     0.996454    0.498227   \n",
       "Tdrd7          0.000005  0.007723    0.819932   570.613422  519.217650   \n",
       "Myl10          0.000009  0.007723   13.648007     2.989361    1.494680   \n",
       "5730522E02Rik  0.000009  0.007723   34.728018     7.971628    3.985814   \n",
       "\n",
       "               log2(BaseMean)    log2FC  abs(log2FC)      size  sig  \\\n",
       "gene_id                                                               \n",
       "Gm5853              -1.005126  2.382945     2.382945  0.238294  sig   \n",
       "Gm14409             -1.005126  2.382945     2.382945  0.238294  sig   \n",
       "Tdrd7                9.020196 -0.286423     0.286423  0.028642  sig   \n",
       "Myl10                0.579837  3.770618     3.770618  0.377062  sig   \n",
       "5730522E02Rik        1.994874  5.118028     5.118028  0.511803  sig   \n",
       "\n",
       "               -log(pvalue)  -log(qvalue)             F           t  \n",
       "gene_id                                                              \n",
       "Gm5853             4.951007      2.112206  31871.910979  178.527060  \n",
       "Gm14409            4.951007      2.112206  31871.910979  178.527060  \n",
       "Tdrd7              5.330687      2.112206  69832.580356 -264.258548  \n",
       "Myl10              5.052672      2.112206  39320.908935  198.295005  \n",
       "5730522E02Rik      5.064980      2.112206  40333.534198  200.832105  "
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "result_limma=dds.deg_analysis(treatment_groups,control_groups,method='limma')\n",
    "result_limma.sort_values('qvalue').head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "790f973a-bd25-454a-9483-168aaee21a85",
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "f2af6599-1926-4efe-8423-2b23cb525dbf",
   "metadata": {},
   "source": [
    "One important thing is that we do not filter out low expression genes when processing DEGs, and in future versions I will consider building in the corresponding processing."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "e7cd400e-86b7-4e1f-884a-13677a1f73ca",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "(54504, 14)\n",
      "(21279, 14)\n"
     ]
    }
   ],
   "source": [
    "print(dds.result.shape)\n",
    "dds.result=dds.result.loc[dds.result['log2(BaseMean)']>1]\n",
    "print(dds.result.shape)"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "8e2ed850-3e3a-4003-b8b2-029f346d1461",
   "metadata": {},
   "source": [
    "We also need to set the threshold of Foldchange, we prepare a method named `foldchange_set` to finish. This function automatically calculates the appropriate threshold based on the log2FC distribution, but you can also enter it manually."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "92aced05-f21e-4257-a264-d3bc7ebe30cb",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "... Fold change threshold: 1.569942639522294\n"
     ]
    }
   ],
   "source": [
    "# -1 means automatically calculates\n",
    "dds.foldchange_set(fc_threshold=-1,\n",
    "                   pval_threshold=0.05,\n",
    "                   logp_max=6)"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "d91bc07f-fce9-4009-9a38-81001783ca12",
   "metadata": {},
   "source": [
    "## Visualize the DEG result and specific genes\n",
    "\n",
    "To visualize the DEG result, we use `plot_volcano` to do it. This fuction can visualize the gene interested or high different expression genes. There are some parameters you need to input:\n",
    "\n",
    "- title: The title of volcano\n",
    "- figsize: The size of figure\n",
    "- plot_genes: The genes you interested\n",
    "- plot_genes_num: If you don't have interested genes, you can auto plot it."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "d4210c42-5d3b-403f-a791-8728f9078480",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<AxesSubplot: title={'center': 'DEG Analysis'}, xlabel='$log_{2}FC$', ylabel='$-log_{10}(qvalue)$'>"
      ]
     },
     "execution_count": 20,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 320x320 with 1 Axes>"
      ]
     },
     "metadata": {
      "image/png": {
       "height": 356,
       "width": 315
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "dds.plot_volcano(title='DEG Analysis',figsize=(4,4),\n",
    "                 plot_genes_num=8,plot_genes_fontsize=12,)"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "e1deea87-3d84-41b3-9e28-9cdfcce75c8b",
   "metadata": {},
   "source": [
    "To visualize the specific genes, we only need to use the `dds.plot_boxplot` function to finish it."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "id": "294484da-6ba7-4ddf-8dd3-2b62b2b9afaf",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(<Figure size 400x240 with 1 Axes>,\n",
       " <AxesSubplot: title={'center': 'Gene Expression'}>)"
      ]
     },
     "execution_count": 29,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 400x240 with 1 Axes>"
      ]
     },
     "metadata": {
      "image/png": {
       "height": 236,
       "width": 421
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "dds.plot_boxplot(genes=['Ckap2','Lef1','Krtap9-5','5730522E02Rik'],treatment_groups=treatment_groups,\n",
    "                control_groups=control_groups,figsize=(5,3),fontsize=12,\n",
    "                 legend_bbox=(1.2,0.55))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 50,
   "id": "2e97a305-13d7-43e2-9cb2-c2c392347442",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[Text(0, 5.800000000000001, '5.8'),\n",
       " Text(0, 6.000000000000001, '6.0'),\n",
       " Text(0, 6.200000000000001, '6.2'),\n",
       " Text(0, 6.4, '6.4'),\n",
       " Text(0, 6.6000000000000005, '6.6')]"
      ]
     },
     "execution_count": 50,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 160x240 with 1 Axes>"
      ]
     },
     "metadata": {
      "image/png": {
       "height": 236,
       "width": 287
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig,ax=dds.plot_boxplot(genes=['Ckap2'],treatment_groups=treatment_groups,\n",
    "                control_groups=control_groups,figsize=(2,3),fontsize=12,\n",
    "                 legend_bbox=(2,0.55))\n",
    "#convert the ytickbels\n",
    "ax.set_yticklabels([round(float(i.get_text()),2) for i in ax.get_yticklabels()])"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "bced6630-9ec1-4c47-82b6-37a299507161",
   "metadata": {},
   "source": [
    "## Pathway enrichment analysis by ov\n",
    "\n",
    "Here we use the `gseapy` package, which included the GSEA analysis and Enrichment. We have optimised the output of the package and given some better looking graph drawing functions\n",
    "\n",
    "Similarly, we need to download the pathway/genesets first. Five genesets we prepare previously, you can use `ov.utils.download_pathway_database()` to download automatically. Besides, you can download the pathway you interested from enrichr: https://maayanlab.cloud/Enrichr/#libraries"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 37,
   "id": "a4c97fa7-b4c7-4460-910b-3a3078531eec",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "......Pathway Geneset download start: GO_Biological_Process_2021\n",
      "......Loading dataset from genesets/GO_Biological_Process_2021.txt\n",
      "......Pathway Geneset download start: GO_Cellular_Component_2021\n",
      "......Loading dataset from genesets/GO_Cellular_Component_2021.txt\n",
      "......Pathway Geneset download start: GO_Molecular_Function_2021\n",
      "......Loading dataset from genesets/GO_Molecular_Function_2021.txt\n",
      "......Pathway Geneset download start: WikiPathway_2021_Human\n",
      "......Loading dataset from genesets/WikiPathway_2021_Human.txt\n",
      "......Pathway Geneset download start: WikiPathways_2019_Mouse\n",
      "......Loading dataset from genesets/WikiPathways_2019_Mouse.txt\n",
      "......Pathway Geneset download start: Reactome_2022\n",
      "......Loading dataset from genesets/Reactome_2022.txt\n",
      "......Pathway Geneset download finished!\n"
     ]
    }
   ],
   "source": [
    "ov.utils.download_pathway_database()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "2f2f048b-5dd6-4029-af53-5db54fcae061",
   "metadata": {},
   "outputs": [],
   "source": [
    "pathway_dict=ov.utils.geneset_prepare('genesets/WikiPathways_2019_Mouse.txt',organism='Mouse')"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "477e6940-4e9a-4df3-852b-ee354e57cf9b",
   "metadata": {},
   "source": [
    "Note that the `pvalue_type` we set to `auto`, this is because when the genesets we enrichment if too small, use the `adjusted pvalue` we can't get the correct result. So you can set `adjust` or `raw` to get the significant geneset.\n",
    "\n",
    "If you didn't have internet, please set `background` to all genes expressed in rna-seq,like:\n",
    "\n",
    "```python\n",
    "enr=ov.bulk.geneset_enrichment(gene_list=deg_genes,\n",
    "                                pathways_dict=pathway_dict,\n",
    "                                pvalue_type='auto',\n",
    "                                background=dds.result.index.tolist(),\n",
    "                                organism='mouse')\n",
    "```"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "e7ac2d5f-dee7-4412-a229-b81bdcb2f3ad",
   "metadata": {},
   "outputs": [],
   "source": [
    "deg_genes=dds.result.loc[dds.result['sig']!='normal'].index.tolist()\n",
    "enr=ov.bulk.geneset_enrichment(gene_list=deg_genes,\n",
    "                                pathways_dict=pathway_dict,\n",
    "                                pvalue_type='auto',\n",
    "                                organism='mouse')"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "3f57a3a0-0b92-441e-a360-1e20787e5732",
   "metadata": {},
   "source": [
    "To visualize the enrichment, we use `geneset_plot` to finish it"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "81a205d7-3f53-4a18-866a-b7b78b49e230",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<AxesSubplot: title={'center': 'Wiki Pathway enrichment'}, xlabel='Fractions of genes'>"
      ]
     },
     "execution_count": 21,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 160x400 with 2 Axes>"
      ]
     },
     "metadata": {
      "image/png": {
       "height": 372,
       "width": 443
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "ov.bulk.geneset_plot(enr,figsize=(2,5),fig_title='Wiki Pathway enrichment',\n",
    "                    cax_loc=[2, 0.45, 0.5, 0.02],\n",
    "                    bbox_to_anchor_used=(-0.25, -13),node_diameter=10,\n",
    "                     custom_ticks=[5,7],text_knock=3,\n",
    "                    cmap='Reds')"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c8bebbfb-a901-4e8b-ae78-b0391e4a2426",
   "metadata": {},
   "source": [
    "## Multi pathway enrichment\n",
    "\n",
    "In addition to pathway enrichment for a single database, OmicVerse supports enriching and visualizing multiple pathways at the same time, which is implemented using [`pyComplexHeatmap`](https://dingwb.github.io/PyComplexHeatmap/build/html/notebooks/gene_enrichment_analysis.html), and Citetation is welcome!"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "a55d3742-87ce-43cd-b969-a7c0fe7e7a9d",
   "metadata": {},
   "outputs": [],
   "source": [
    "pathway_dict=ov.utils.geneset_prepare('genesets/GO_Biological_Process_2023.txt',organism='Mouse')\n",
    "enr_go_bp=ov.bulk.geneset_enrichment(gene_list=deg_genes,\n",
    "                                pathways_dict=pathway_dict,\n",
    "                                pvalue_type='auto',\n",
    "                                organism='mouse')\n",
    "pathway_dict=ov.utils.geneset_prepare('genesets/GO_Molecular_Function_2023.txt',organism='Mouse')\n",
    "enr_go_mf=ov.bulk.geneset_enrichment(gene_list=deg_genes,\n",
    "                                pathways_dict=pathway_dict,\n",
    "                                pvalue_type='auto',\n",
    "                                organism='mouse')\n",
    "pathway_dict=ov.utils.geneset_prepare('genesets/GO_Cellular_Component_2023.txt',organism='Mouse')\n",
    "enr_go_cc=ov.bulk.geneset_enrichment(gene_list=deg_genes,\n",
    "                                pathways_dict=pathway_dict,\n",
    "                                pvalue_type='auto',\n",
    "                                organism='mouse')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 167,
   "id": "dae1a15a-57e3-4fff-9692-cee7bf0b11a5",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Starting plotting..\n",
      "Starting calculating row orders..\n",
      "Reordering rows..\n",
      "Starting calculating col orders..\n",
      "Reordering cols..\n",
      "Plotting matrix..\n",
      "Inferred max_s (max size of scatter point) is: 106.70147475919528\n",
      "Collecting legends..\n",
      "Plotting legends..\n",
      "Estimated legend width: 9.879166666666666 mm\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "<Axes: ylabel='$−Log_{10}(P_{adjusted})$'>"
      ]
     },
     "execution_count": 167,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 200x500 with 20 Axes>"
      ]
     },
     "metadata": {
      "image/png": {
       "height": 494,
       "width": 484
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "enr_dict={'BP':enr_go_bp,\n",
    "         'MF':enr_go_mf,\n",
    "         'CC':enr_go_cc}\n",
    "colors_dict={\n",
    "    'BP':ov.pl.red_color[1],\n",
    "    'MF':ov.pl.green_color[1],\n",
    "    'CC':ov.pl.blue_color[1],\n",
    "}\n",
    "                \n",
    "ov.bulk.geneset_plot_multi(enr_dict,colors_dict,num=3,\n",
    "                   figsize=(2,5),\n",
    "                   text_knock=3,fontsize=8,\n",
    "                    cmap='Reds'\n",
    "                  )"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "f8adf8be-d537-4f64-af6d-b7676d075202",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "omicverse",
   "language": "python",
   "name": "omicverse"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.10.17"
  },
  "widgets": {
   "application/vnd.jupyter.widget-state+json": {
    "state": {},
    "version_major": 2,
    "version_minor": 0
   }
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}