{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "import warnings\n",
    "warnings.simplefilter(action='ignore', category=FutureWarning)\n",
    "\n",
    "import scanpy as sc\n",
    "import anndata as ad\n",
    "import numpy as np\n",
    "import pandas as pd\n",
    "import anndata2ri\n",
    "import gdown\n",
    "import scipy\n",
    "import scipy.io\n",
    "from rpy2.robjects import r\n",
    "\n",
    "anndata2ri.activate()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "%load_ext rpy2.ipython"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {
    "scrolled": true
   },
   "outputs": [],
   "source": [
    "%%R\n",
    "suppressPackageStartupMessages({\n",
    "    library(SingleCellExperiment)\n",
    "    library(Seurat)\n",
    "    library(SeuratDisk)\n",
    "})"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Expressions"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Download the data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Downloading...\n",
      "From: https://drive.google.com/uc?id=1wA3VBUnYEW2qHPk9WijNTKjV9KriWe8y\n",
      "To: /mnt/home/icb/anastasia.litinetskaya/multigrate/example/kotliarov2020-expressions.h5ad\n",
      "137MB [00:03, 40.2MB/s] \n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "'kotliarov2020-expressions.h5ad'"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "gdown.download(\n",
    "    'https://drive.google.com/uc?id=1wA3VBUnYEW2qHPk9WijNTKjV9KriWe8y',\n",
    "    'kotliarov2020-expressions.h5ad'\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "AnnData object with n_obs × n_vars = 52117 × 3999\n",
       "    obs: 'batch', 'cluster_level2', 'cluster_level3', 'sample', 'cell_type', 'n_genes', 'n_genes_by_counts', 'log1p_n_genes_by_counts', 'total_counts', 'log1p_total_counts', 'total_counts_mt', 'log1p_total_counts_mt', 'pct_counts_mt'\n",
       "    var: 'n_cells', 'mt', 'n_cells_by_counts', 'mean_counts', 'log1p_mean_counts', 'pct_dropout_by_counts', 'total_counts', 'log1p_total_counts', 'highly_variable', 'means', 'dispersions', 'dispersions_norm'\n",
       "    uns: 'batch_colors', 'cell_type_colors', 'cluster_level2_colors', 'cluster_level3_colors', 'neighbors', 'pca', 'sample_colors', 'umap'\n",
       "    obsm: 'X_pca', 'X_umap'\n",
       "    varm: 'PCs'\n",
       "    layers: 'count'\n",
       "    obsp: 'connectivities', 'distances'"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "adata = sc.read('kotliarov2020-expressions.h5ad')\n",
    "adata"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Seurat categories have to be strings\n",
    "adata.obs.batch = adata.obs.batch.cat.rename_categories([\"1\", \"2\"])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [],
   "source": [
    "adata_ = ad.AnnData(adata.layers['count'])\n",
    "adata_.obs_names = adata.obs_names\n",
    "adata_.var_names = adata.var_names\n",
    "adata_.obs['cell_type'] = adata.obs['cell_type']\n",
    "adata_.obs['batch'] = adata.obs['batch']"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "An object of class Seurat \n",
      "3999 features across 52117 samples within 1 assay \n",
      "Active assay: RNA (3999 features, 0 variable features)\n"
     ]
    }
   ],
   "source": [
    "%%R -i adata_\n",
    "rna = as.Seurat(adata_, counts='X', data=NULL)\n",
    "rna"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Protein"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Download the data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Downloading...\n",
      "From: https://drive.google.com/uc?id=112mdDX76LZRL33tBLYhfYRRXOUrLUhw-\n",
      "To: /mnt/home/icb/anastasia.litinetskaya/multigrate/example/kotliarov2020-proteins.h5ad\n",
      "143MB [00:03, 39.4MB/s] \n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "'kotliarov2020-proteins.h5ad'"
      ]
     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "gdown.download(\n",
    "    'https://drive.google.com/uc?id=112mdDX76LZRL33tBLYhfYRRXOUrLUhw-',\n",
    "    'kotliarov2020-proteins.h5ad'\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "metadata": {},
   "outputs": [],
   "source": [
    "adata = sc.read('kotliarov2020-proteins.h5ad')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [],
   "source": [
    "# Seurat categories have to be strings\n",
    "adata.obs.batch = adata.obs.batch.cat.rename_categories([\"1\", \"2\"])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [],
   "source": [
    "adata_ = ad.AnnData(adata.layers['count'])\n",
    "adata_.obs_names = adata.obs_names\n",
    "adata_.var_names = adata.var_names\n",
    "adata_.obs['cell_type'] = adata.obs['cell_type']\n",
    "adata_.obs['batch'] = adata.obs['batch']"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "R[write to console]: Warning:\n",
      "R[write to console]:  Feature names cannot have underscores ('_'), replacing with dashes ('-')\n",
      "\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "An object of class Seurat \n",
      "87 features across 52117 samples within 1 assay \n",
      "Active assay: RNA (87 features, 0 variable features)\n"
     ]
    }
   ],
   "source": [
    "%%R -i adata_\n",
    "cite = as.Seurat(adata_, counts='X', data=NULL)\n",
    "cite"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Integrate RNA batches"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "R[write to console]: Calculating cell attributes from input UMI matrix: log_umi\n",
      "\n",
      "R[write to console]: Variance stabilizing transformation of count matrix of size 3214 by 27740\n",
      "\n",
      "R[write to console]: Model formula is y ~ log_umi\n",
      "\n",
      "R[write to console]: Get Negative Binomial regression parameters per gene\n",
      "\n",
      "R[write to console]: Using 2000 genes, 5000 cells\n",
      "\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "  |======================================================================| 100%\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "R[write to console]: There are 1 estimated thetas smaller than 1e-07 - will be set to 1e-07\n",
      "\n",
      "R[write to console]: Found 244 outliers - those will be ignored in fitting/regularization step\n",
      "\n",
      "\n",
      "R[write to console]: Second step: Get residuals using fitted parameters for 3214 genes\n",
      "\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "  |======================================================================| 100%\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "R[write to console]: Computing corrected count matrix for 3214 genes\n",
      "\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "  |======================================================================| 100%\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "R[write to console]: Calculating gene attributes\n",
      "\n",
      "R[write to console]: Wall clock passed: Time difference of 6.173324 mins\n",
      "\n",
      "R[write to console]: Determine variable features\n",
      "\n",
      "R[write to console]: Place corrected count matrix in counts slot\n",
      "\n",
      "R[write to console]: Centering data matrix\n",
      "\n",
      "  |                                                                            \n",
      "  |                                                                      |   0%\n",
      "  |                                                                            \n",
      "  |==============                                                        |  20%\n",
      "  |                                                                            \n",
      "  |============================                                          |  40%\n",
      "  |                                                                            \n",
      "  |==========================================                            |  60%\n",
      "  |                                                                            \n",
      "  |========================================================              |  80%\n",
      "  |                                                                            \n",
      "  |======================================================================| 100%\n",
      "R[write to console]: \n",
      "\n",
      "R[write to console]: Set default assay to SCT\n",
      "\n",
      "R[write to console]: Calculating cell attributes from input UMI matrix: log_umi\n",
      "\n",
      "R[write to console]: Variance stabilizing transformation of count matrix of size 3167 by 24377\n",
      "\n",
      "R[write to console]: Model formula is y ~ log_umi\n",
      "\n",
      "R[write to console]: Get Negative Binomial regression parameters per gene\n",
      "\n",
      "R[write to console]: Using 2000 genes, 5000 cells\n",
      "\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "  |======================================================================| 100%\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "R[write to console]: Found 229 outliers - those will be ignored in fitting/regularization step\n",
      "\n",
      "\n",
      "R[write to console]: Second step: Get residuals using fitted parameters for 3167 genes\n",
      "\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "  |======================================================================| 100%\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "R[write to console]: Computing corrected count matrix for 3167 genes\n",
      "\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "  |======================================================================| 100%\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "R[write to console]: Calculating gene attributes\n",
      "\n",
      "R[write to console]: Wall clock passed: Time difference of 5.843136 mins\n",
      "\n",
      "R[write to console]: Determine variable features\n",
      "\n",
      "R[write to console]: Place corrected count matrix in counts slot\n",
      "\n",
      "R[write to console]: Centering data matrix\n",
      "\n",
      "  |                                                                            \n",
      "  |                                                                      |   0%\n",
      "  |                                                                            \n",
      "  |==============                                                        |  20%\n",
      "  |                                                                            \n",
      "  |============================                                          |  40%\n",
      "  |                                                                            \n",
      "  |==========================================                            |  60%\n",
      "  |                                                                            \n",
      "  |========================================================              |  80%\n",
      "  |                                                                            \n",
      "  |======================================================================| 100%\n",
      "R[write to console]: \n",
      "\n",
      "R[write to console]: Set default assay to SCT\n",
      "\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "  |                                                  | 0 % ~calculating   |+++++++++++++++++++++++++                         | 50% ~40s           |++++++++++++++++++++++++++++++++++++++++++++++++++| 100% elapsed=01m 12s\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "R[write to console]: Finding all pairwise anchors\n",
      "\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "  |                                                  | 0 % ~calculating  "
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "R[write to console]: Running CCA\n",
      "\n",
      "R[write to console]: Merging objects\n",
      "\n",
      "R[write to console]: Finding neighborhoods\n",
      "\n",
      "R[write to console]: Finding anchors\n",
      "\n",
      "R[write to console]: \tFound 53677 anchors\n",
      "\n",
      "R[write to console]: Filtering anchors\n",
      "\n",
      "R[write to console]: \tRetained 29694 anchors\n",
      "\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "  |++++++++++++++++++++++++++++++++++++++++++++++++++| 100% elapsed=01h 00m 52s\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "R[write to console]: Merging dataset 2 into 1\n",
      "\n",
      "R[write to console]: Extracting anchors for merged samples\n",
      "\n",
      "R[write to console]: Finding integration vectors\n",
      "\n",
      "R[write to console]: Finding integration vector weights\n",
      "\n",
      "R[write to console]: 0%   10   20   30   40   50   60   70   80   90   100%\n",
      "\n",
      "R[write to console]: [----|----|----|----|----|----|----|----|----|----|\n",
      "\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: |\n",
      "\n",
      "R[write to console]: Integrating data\n",
      "\n",
      "R[write to console]: PC_ 1 \n",
      "Positive:  S100A8, S100A9, LYZ, FTL, S100A12, RP11-1143G9.4, FCN1, CST3, FTH1, AIF1 \n",
      "\t   LST1, VCAN, MNDA, CD14, CSTA, MS4A6A, TYMP, LGALS2, SERPINA1, CFD \n",
      "\t   S100A6, CTSS, TYROBP, AP1S2, FOS, RGS2, CD36, CLEC7A, GPX1, IL8 \n",
      "Negative:  GNLY, NKG7, GZMB, PRF1, CCL5, CST7, KLRB1, GZMA, FGFBP2, GZMH \n",
      "\t   KLRF1, CTSW, SPON2, CMC1, KLRD1, HOPX, CCL4, CLIC3, MALAT1, CD247 \n",
      "\t   CD7, GZMM, HLA-B, RPS27, MATK, DUSP2, IL2RB, GZMK, RPS29, MYOM2 \n",
      "PC_ 2 \n",
      "Positive:  CD74, RPS27, CD79A, RPS8, RPL34, RPL21, RPS18, MS4A1, RPS6, RPL32 \n",
      "\t   RPS12, TCL1A, HLA-DRA, RPS29, CD79B, LTB, BANK1, LINC00926, HLA-DQB1, BIRC3 \n",
      "\t   HLA-DRB1, VPREB3, HLA-DPA1, IGLL5, CCR7, PPAPDC1B, HLA-DQA1, FCER2, HLA-DPB1, IGJ \n",
      "Negative:  GNLY, NKG7, GZMB, PRF1, FGFBP2, CST7, KLRF1, GZMA, CCL5, SPON2 \n",
      "\t   GZMH, S100A8, S100A9, CLIC3, CCL4, KLRD1, CTSW, LYZ, KLRB1, CMC1 \n",
      "\t   HOPX, ACTB, FCGR3A, TYROBP, FCER1G, FTL, S100A12, RP11-1143G9.4, MYOM2, S100A4 \n",
      "PC_ 3 \n",
      "Positive:  RPL34, RPS12, RPS6, RPL32, IL7R, RPL21, RPS29, RPS18, RPS27, MALAT1 \n",
      "\t   CCR7, IL32, RPS8, CD8B, PASK, TSHZ2, NGFRAP1, GZMK, ITM2A, JUNB \n",
      "\t   RP11-291B21.2, S100A8, ADTRP, S100A9, SCGB3A1, GATA3, S100A12, B2M, MT1X, MYC \n",
      "Negative:  CD74, CD79A, HLA-DRA, MS4A1, TCL1A, CD79B, HLA-DRB1, HLA-DPA1, HLA-DQB1, GNLY \n",
      "\t   HLA-DPB1, BANK1, LINC00926, HLA-DQA1, MEF2C, GZMB, IGLL5, IGJ, VPREB3, FCER2 \n",
      "\t   IRF8, PPAPDC1B, NKG7, HLA-DMA, HVCN1, CD22, HLA-DMB, PRF1, ADAM28, HLA-DRB5 \n",
      "PC_ 4 \n",
      "Positive:  S100A8, S100A9, S100A12, LYZ, RP11-1143G9.4, VCAN, CD14, IL8, MGST1, MNDA \n",
      "\t   KLRB1, GZMK, FOS, RBP7, CCL5, CD36, QPCT, RETN, FOLR3, CSF3R \n",
      "\t   CES1, CD79A, CYP1B1, MS4A1, RNASE2, C19orf59, SLC2A3, NCF1, MS4A6A, DUSP2 \n",
      "Negative:  FCGR3A, LST1, IFITM3, CDKN1C, MS4A7, HES4, RP11-290F20.3, FTH1, AIF1, FTL \n",
      "\t   LRRC25, SERPINA1, RHOC, HMOX1, LYPD2, ACTB, FCER1G, C1QA, LILRB2, HCK \n",
      "\t   CD68, CFD, MAFB, VMO1, TESC, LILRA3, SPI1, ABI3, COTL1, PILRA \n",
      "PC_ 5 \n",
      "Positive:  GZMB, IGJ, CLIC3, IRF7, ITM2C, SERPINF1, LILRA4, PLD4, TCF4, PPP1R14B \n",
      "\t   DERL3, IRF8, UGCG, TPM2, CCDC50, LRRC26, SCT, PTCRA, PTPRS, MZB1 \n",
      "\t   PTGDS, SMPD3, DNASE1L3, IL3RA, ALOX5AP, SPON2, LINC00996, FCER1A, CLEC4C, C12orf75 \n",
      "Negative:  GZMK, CCL5, KLRB1, DUSP2, LYAR, KLRG1, CMC1, S100A4, AC092580.4, GZMH \n",
      "\t   MT-ND2, CD79A, MS4A1, GZMA, MT-CO3, MT-CO1, IL32, CD79B, FTL, LST1 \n",
      "\t   MT-ND3, SLC4A10, CXCR4, HLA-DRB1, CD8A, PRDM1, HLA-DRA, HLA-DPA1, LINC00926, PPAPDC1B \n",
      "\n"
     ]
    }
   ],
   "source": [
    "%%R\n",
    "rna.list <- SplitObject(rna, split.by = \"batch\")\n",
    "rna.list <- lapply(X = rna.list, FUN = SCTransform, variable.features.n = 4000)\n",
    "features <- SelectIntegrationFeatures(object.list = rna.list, nfeatures = 4000)\n",
    "rna.list <- PrepSCTIntegration(object.list = rna.list, anchor.features = features)\n",
    "\n",
    "anchors <- FindIntegrationAnchors(object.list = rna.list, normalization.method = \"SCT\", \n",
    "    anchor.features = features)\n",
    "integrated <- IntegrateData(anchorset = anchors, normalization.method = \"SCT\")\n",
    "\n",
    "integrated <- RunPCA(integrated)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Integrate ADT batches"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "R[write to console]: Renaming default assay from RNA to ADT\n",
      "\n",
      "R[write to console]: Warning in irlba(A = t(x = object), nv = npcs, ...) :\n",
      "R[write to console]: \n",
      " \n",
      "R[write to console]:  You're computing too large a percentage of total singular values, use a standard svd instead.\n",
      "\n",
      "R[write to console]: Warning in irlba(A = t(x = object), nv = npcs, ...) :\n",
      "R[write to console]: \n",
      " \n",
      "R[write to console]:  You're computing too large a percentage of total singular values, use a standard svd instead.\n",
      "\n",
      "R[write to console]: Merging dataset 2 into 1\n",
      "\n",
      "R[write to console]: Extracting anchors for merged samples\n",
      "\n",
      "R[write to console]: Finding integration vectors\n",
      "\n",
      "R[write to console]: Finding integration vector weights\n",
      "\n",
      "R[write to console]: 0%   10   20   30   40   50   60   70   80   90   100%\n",
      "\n",
      "R[write to console]: [----|----|----|----|----|----|----|----|----|----|\n",
      "\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: *\n",
      "R[write to console]: |\n",
      "\n",
      "R[write to console]: Integrating data\n",
      "\n",
      "R[write to console]: Warning in irlba(A = t(x = object), nv = npcs, ...) :\n",
      "R[write to console]: \n",
      " \n",
      "R[write to console]:  You're computing too large a percentage of total singular values, use a standard svd instead.\n",
      "\n"
     ]
    }
   ],
   "source": [
    "%%R\n",
    "cite <- RenameAssays(cite, RNA='ADT')\n",
    "\n",
    "cite.list <- SplitObject(cite, split.by = \"batch\")\n",
    "\n",
    "cite.list <- lapply(X = cite.list, FUN = function(x) {\n",
    "    VariableFeatures(x) <- rownames(x[[\"ADT\"]])\n",
    "    x <- NormalizeData(x, normalization.method = 'CLR', margin = 2, verbose=FALSE)\n",
    "})\n",
    "\n",
    "features <- SelectIntegrationFeatures(object.list = cite.list)\n",
    "\n",
    "cite.list <- lapply(X = cite.list, FUN = function(x) {\n",
    "    x <- ScaleData(x, features = features, verbose=FALSE)\n",
    "    x <- RunPCA(x, features = features, reduction.name = \"pca\", verbose=FALSE)\n",
    "})\n",
    "\n",
    "anchors <- FindIntegrationAnchors(object.list = cite.list, reduction = \"rpca\", \n",
    "    dims = 1:30, verbose=FALSE)\n",
    "integrated_adt <- IntegrateData(anchorset = anchors, dims = 1:30)\n",
    "\n",
    "integrated_adt <- ScaleData(integrated_adt, verbose=FALSE)\n",
    "integrated_adt <- RunPCA(integrated_adt, reduction.name = \"apca\", verbose=FALSE)"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Run Seurat v4 WNN\n",
    "Following https://satijalab.org/seurat/v4.0/weighted_nearest_neighbor_analysis.html."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "R[write to console]: Calculating cell-specific modality weights\n",
      "\n",
      "R[write to console]: Finding 20 nearest neighbors for each modality.\n",
      "\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "  |                                                  | 0 % ~calculating   |+++++++++++++++++++++++++                         | 50% ~50s           |++++++++++++++++++++++++++++++++++++++++++++++++++| 100% elapsed=01m 40s\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "R[write to console]: Calculating kernel bandwidths\n",
      "\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "  |                                                  | 0 % ~calculating   |+++++++++++++++++++++++++                         | 50% ~18s           |++++++++++++++++++++++++++++++++++++++++++++++++++| 100% elapsed=43s  \n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "R[write to console]: Finding multimodal neighbors\n",
      "\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "  |                                                  | 0 % ~calculating   |+++++++++++++++++++++++++                         | 50% ~02m 15s       |++++++++++++++++++++++++++++++++++++++++++++++++++| 100% elapsed=04m 50s\n",
      "  |                                                  | 0 % ~calculating   |+++++++++++++++++++++++++                         | 50% ~36s           |++++++++++++++++++++++++++++++++++++++++++++++++++| 100% elapsed=59s  \n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "R[write to console]: Constructing multimodal KNN graph\n",
      "\n",
      "R[write to console]: Constructing multimodal SNN graph\n",
      "\n",
      "R[write to console]: Computing sPCA transformation\n",
      "\n",
      "R[write to console]: Creating h5Seurat file for version 3.1.5.9900\n",
      "\n",
      "R[write to console]: Adding counts for RNA\n",
      "\n",
      "R[write to console]: Adding data for RNA\n",
      "\n",
      "R[write to console]: No variable features found for RNA\n",
      "\n",
      "R[write to console]: No feature-level metadata found for RNA\n",
      "\n",
      "R[write to console]: Adding counts for SCT\n",
      "\n",
      "R[write to console]: Adding data for SCT\n",
      "\n",
      "R[write to console]: Adding scale.data for SCT\n",
      "\n",
      "R[write to console]: No variable features found for SCT\n",
      "\n",
      "R[write to console]: No feature-level metadata found for SCT\n",
      "\n",
      "R[write to console]: Writing out SCTModel.list for SCT\n",
      "\n",
      "R[write to console]: Adding data for integrated\n",
      "\n",
      "R[write to console]: Adding scale.data for integrated\n",
      "\n",
      "R[write to console]: Adding variable features for integrated\n",
      "\n",
      "R[write to console]: No feature-level metadata found for integrated\n",
      "\n",
      "R[write to console]: Writing out SCTModel.list for integrated\n",
      "\n",
      "R[write to console]: Adding data for IADT\n",
      "\n",
      "R[write to console]: Adding scale.data for IADT\n",
      "\n",
      "R[write to console]: Adding variable features for IADT\n",
      "\n",
      "R[write to console]: No feature-level metadata found for IADT\n",
      "\n",
      "R[write to console]: Adding cell embeddings for pca\n",
      "\n",
      "R[write to console]: Adding loadings for pca\n",
      "\n",
      "R[write to console]: No projected loadings for pca\n",
      "\n",
      "R[write to console]: Adding standard deviations for pca\n",
      "\n",
      "R[write to console]: No JackStraw data for pca\n",
      "\n",
      "R[write to console]: Adding cell embeddings for spca\n",
      "\n",
      "R[write to console]: Adding loadings for spca\n",
      "\n",
      "R[write to console]: No projected loadings for spca\n",
      "\n",
      "R[write to console]: Adding standard deviations for spca\n",
      "\n",
      "R[write to console]: No JackStraw data for spca\n",
      "\n"
     ]
    }
   ],
   "source": [
    "%%R\n",
    "integrated[[\"IADT\"]] <- integrated_adt[[\"integrated\"]]\n",
    "integrated[[\"apca\"]] <- integrated_adt[[\"apca\"]]\n",
    "\n",
    "integrated <- FindMultiModalNeighbors(integrated, reduction.list = list(\"pca\", \"apca\"), \n",
    "                              dims.list = list(1:50, 1:30), modality.weight.name = \"RNA.weight\")\n",
    "\n",
    "integrated <- RunSPCA(integrated, assay = 'integrated', graph = 'wsnn', npcs = 20)\n",
    "\n",
    "# otherwise conversion to AnnData throws errors\n",
    "integrated[[\"apca\"]] <- NULL\n",
    "\n",
    "SaveH5Seurat(integrated, 'kotliarov-seurat.h5seurat', overwrite = TRUE)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "R[write to console]: Validating h5Seurat file\n",
      "\n",
      "R[write to console]: Adding scale.data from integrated as X\n",
      "\n",
      "R[write to console]: Adding data from integrated as raw\n",
      "\n",
      "R[write to console]: Transfering meta.data to obs\n",
      "\n",
      "R[write to console]: Adding dimensional reduction information for pca\n",
      "\n",
      "R[write to console]: Adding feature loadings for pca\n",
      "\n",
      "R[write to console]: Adding dimensional reduction information for spca\n",
      "\n",
      "R[write to console]: Adding feature loadings for spca\n",
      "\n",
      "R[write to console]: Adding wsnn as neighbors\n",
      "\n",
      "R[write to console]: Adding scale.data from SCT as a layer\n",
      "\n"
     ]
    }
   ],
   "source": [
    "%%R\n",
    "Convert(\"kotliarov-seurat.h5seurat\", assay=\"integrated\", \"kotliarov-seurat.h5ad\", overwrite=TRUE)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "AnnData object with n_obs × n_vars = 52117 × 2962\n",
       "    obs: 'cell_type', 'batch', 'nCount_RNA', 'nFeature_RNA', 'nCount_SCT', 'nFeature_SCT', 'integrated.weight'\n",
       "    var: 'features', 'SCT_features'\n",
       "    uns: 'neighbors'\n",
       "    obsm: 'X_pca', 'X_spca'\n",
       "    varm: 'PCs', 'SPCA'\n",
       "    layers: 'SCT'\n",
       "    obsp: 'distances'"
      ]
     },
     "execution_count": 27,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "integrated = sc.read('kotliarov-seurat.h5ad')\n",
    "integrated"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "metadata": {},
   "outputs": [],
   "source": [
    "latent = sc.AnnData(integrated.obsm['X_spca'])\n",
    "latent.obs = integrated.obs\n",
    "latent.obsp['connectivities'] = integrated.uns['neighbors']['distances']"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "... storing 'cell_type' as categorical\n",
      "... storing 'batch' as categorical\n"
     ]
    }
   ],
   "source": [
    "latent.write('../data/integrated/seurat/kotliarov-seurat.h5ad')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "metadata": {},
   "outputs": [],
   "source": [
    "!rm 'kotliarov2020-expressions.h5ad'\n",
    "!rm 'kotliarov2020-proteins.h5ad'\n",
    "!rm 'kotliarov-seurat.h5ad'\n",
    "!rm 'kotliarov-seurat.h5seurat'"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "R version 4.0.3 (2020-10-10)\n",
      "Platform: x86_64-conda-linux-gnu (64-bit)\n",
      "Running under: CentOS Linux 7 (Core)\n",
      "\n",
      "Matrix products: default\n",
      "BLAS/LAPACK: /mnt/home/icb/anastasia.litinetskaya/miniconda3/envs/signac/lib/libopenblasp-r0.3.10.so\n",
      "\n",
      "locale:\n",
      " [1] LC_CTYPE=C                 LC_NUMERIC=C              \n",
      " [3] LC_TIME=en_US.UTF-8        LC_COLLATE=en_US.UTF-8    \n",
      " [5] LC_MONETARY=en_US.UTF-8    LC_MESSAGES=en_US.UTF-8   \n",
      " [7] LC_PAPER=en_US.UTF-8       LC_NAME=C                 \n",
      " [9] LC_ADDRESS=C               LC_TELEPHONE=C            \n",
      "[11] LC_MEASUREMENT=en_US.UTF-8 LC_IDENTIFICATION=C       \n",
      "\n",
      "attached base packages:\n",
      " [1] parallel  stats4    tools     stats     graphics  grDevices utils    \n",
      " [8] datasets  methods   base     \n",
      "\n",
      "other attached packages:\n",
      " [1] Matrix_1.3-2                SeuratDisk_0.0.0.9018      \n",
      " [3] SeuratObject_4.0.0          Seurat_4.0.0               \n",
      " [5] SingleCellExperiment_1.12.0 SummarizedExperiment_1.20.0\n",
      " [7] Biobase_2.50.0              GenomicRanges_1.42.0       \n",
      " [9] GenomeInfoDb_1.26.0         IRanges_2.24.0             \n",
      "[11] S4Vectors_0.28.0            BiocGenerics_0.36.0        \n",
      "[13] MatrixGenerics_1.2.0        matrixStats_0.58.0         \n",
      "\n",
      "loaded via a namespace (and not attached):\n",
      "  [1] Rtsne_0.15             colorspace_2.0-0       deldir_0.2-10         \n",
      "  [4] ellipsis_0.3.1         ggridges_0.5.3         XVector_0.30.0        \n",
      "  [7] spatstat.data_2.0-0    leiden_0.3.7           listenv_0.8.0         \n",
      " [10] bit64_4.0.5            ggrepel_0.9.1          fansi_0.4.2           \n",
      " [13] codetools_0.2-18       splines_4.0.3          polyclip_1.10-0       \n",
      " [16] jsonlite_1.7.2         ica_1.0-2              cluster_2.1.1         \n",
      " [19] png_0.1-7              uwot_0.1.10            shiny_1.6.0           \n",
      " [22] sctransform_0.3.2      compiler_4.0.3         httr_1.4.2            \n",
      " [25] assertthat_0.2.1       fastmap_1.1.0          lazyeval_0.2.2        \n",
      " [28] cli_2.3.1              later_1.1.0.1          htmltools_0.5.1.1     \n",
      " [31] igraph_1.2.6           gtable_0.3.0           glue_1.4.2            \n",
      " [34] GenomeInfoDbData_1.2.4 RANN_2.6.1             reshape2_1.4.4        \n",
      " [37] dplyr_1.0.4            Rcpp_1.0.6             spatstat_1.64-1       \n",
      " [40] scattermore_0.7        vctrs_0.3.6            nlme_3.1-152          \n",
      " [43] lmtest_0.9-38          stringr_1.4.0          globals_0.14.0        \n",
      " [46] mime_0.10              miniUI_0.1.1.1         lifecycle_1.0.0       \n",
      " [49] irlba_2.3.3            goftest_1.2-2          future_1.21.0         \n",
      " [52] zlibbioc_1.36.0        MASS_7.3-53.1          zoo_1.8-8             \n",
      " [55] scales_1.1.1           promises_1.2.0.1       spatstat.utils_2.0-0  \n",
      " [58] RColorBrewer_1.1-2     reticulate_1.18        pbapply_1.4-3         \n",
      " [61] gridExtra_2.3          ggplot2_3.3.3          rpart_4.1-15          \n",
      " [64] stringi_1.5.3          rlang_0.4.10           pkgconfig_2.0.3       \n",
      " [67] bitops_1.0-6           lattice_0.20-41        tensor_1.5            \n",
      " [70] ROCR_1.0-11            purrr_0.3.4            patchwork_1.1.1       \n",
      " [73] htmlwidgets_1.5.3      bit_4.0.4              cowplot_1.1.1         \n",
      " [76] tidyselect_1.1.0       parallelly_1.23.0      RcppAnnoy_0.0.18      \n",
      " [79] plyr_1.8.6             magrittr_2.0.1         R6_2.5.0              \n",
      " [82] generics_0.1.0         DelayedArray_0.16.0    DBI_1.1.1             \n",
      " [85] withr_2.4.1            mgcv_1.8-34            pillar_1.5.0          \n",
      " [88] fitdistrplus_1.1-3     abind_1.4-5            survival_3.2-7        \n",
      " [91] RCurl_1.98-1.2         tibble_3.1.0           future.apply_1.7.0    \n",
      " [94] hdf5r_1.3.3            crayon_1.4.1           KernSmooth_2.23-18    \n",
      " [97] utf8_1.1.4             plotly_4.9.3           grid_4.0.3            \n",
      "[100] data.table_1.14.0      digest_0.6.27          xtable_1.8-4          \n",
      "[103] tidyr_1.1.3            httpuv_1.5.5           munsell_0.5.0         \n",
      "[106] viridisLite_0.3.0     \n"
     ]
    }
   ],
   "source": [
    "%%R\n",
    "sessionInfo()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Visualize results"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 38,
   "metadata": {},
   "outputs": [],
   "source": [
    "sc.pp.neighbors(latent)\n",
    "sc.tl.umap(latent)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 39,
   "metadata": {},
   "outputs": [],
   "source": [
    "latent.obs = latent.obs.join(adata.obs[['cluster_level2', 'cluster_level3']])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 40,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": "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\n",
      "text/plain": [
       "<Figure size 494.64x1152 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "sc.pl.umap(latent, color=['cell_type', 'cluster_level2', 'cluster_level3', 'batch'], ncols=1, frameon=False)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "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": "3.7.9"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}
