Manhattan Plot.ipynb

{
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   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "C:/Users/15043/\n"
     ]
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>chr</th>\n",
       "      <th>start</th>\n",
       "      <th>end</th>\n",
       "      <th>q-val</th>\n",
       "      <th>ind</th>\n",
       "      <th>MarkerName</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
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       "      <th>1</th>\n",
       "      <td>1</td>\n",
       "      <td>106803523</td>\n",
       "      <td>106803523</td>\n",
       "      <td>1.0</td>\n",
       "      <td>2</td>\n",
       "      <td>unspec</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>1</td>\n",
       "      <td>106804091</td>\n",
       "      <td>106804091</td>\n",
       "      <td>1.0</td>\n",
       "      <td>3</td>\n",
       "      <td>unspec</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>1</td>\n",
       "      <td>106804698</td>\n",
       "      <td>106804698</td>\n",
       "      <td>1.0</td>\n",
       "      <td>4</td>\n",
       "      <td>unspec</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>1</td>\n",
       "      <td>106805935</td>\n",
       "      <td>106805935</td>\n",
       "      <td>1.0</td>\n",
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       "      <th>11657</th>\n",
       "      <td>22</td>\n",
       "      <td>39973838</td>\n",
       "      <td>39973838</td>\n",
       "      <td>1.0</td>\n",
       "      <td>11658</td>\n",
       "      <td>unspec</td>\n",
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       "      <td>39974147</td>\n",
       "      <td>1.0</td>\n",
       "      <td>11659</td>\n",
       "      <td>unspec</td>\n",
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       "    <tr>\n",
       "      <th>11659</th>\n",
       "      <td>22</td>\n",
       "      <td>39975500</td>\n",
       "      <td>39975500</td>\n",
       "      <td>1.0</td>\n",
       "      <td>11660</td>\n",
       "      <td>unspec</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11660</th>\n",
       "      <td>22</td>\n",
       "      <td>39975635</td>\n",
       "      <td>39975635</td>\n",
       "      <td>1.0</td>\n",
       "      <td>11661</td>\n",
       "      <td>unspec</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11661</th>\n",
       "      <td>22</td>\n",
       "      <td>39975665</td>\n",
       "      <td>39975665</td>\n",
       "      <td>1.0</td>\n",
       "      <td>11662</td>\n",
       "      <td>unspec</td>\n",
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       "  </tbody>\n",
       "</table>\n",
       "<p>11662 rows × 6 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "       chr      start        end  q-val    ind MarkerName\n",
       "0        1  106803482  106803482    1.0      1     unspec\n",
       "1        1  106803523  106803523    1.0      2     unspec\n",
       "2        1  106804091  106804091    1.0      3     unspec\n",
       "3        1  106804698  106804698    1.0      4     unspec\n",
       "4        1  106805935  106805935    1.0      5     unspec\n",
       "...    ...        ...        ...    ...    ...        ...\n",
       "11657   22   39973838   39973838    1.0  11658     unspec\n",
       "11658   22   39974147   39974147    1.0  11659     unspec\n",
       "11659   22   39975500   39975500    1.0  11660     unspec\n",
       "11660   22   39975635   39975635    1.0  11661     unspec\n",
       "11661   22   39975665   39975665    1.0  11662     unspec\n",
       "\n",
       "[11662 rows x 6 columns]"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import pandas as pd\n",
    "import numpy as np\n",
    "dataDir = 'C:/Users/15043/'\n",
    "print(dataDir)\n",
    "################################################################################\n",
    "prt1 = 'Table_summary_HF_KS_Lancet.csv'\n",
    "output_path1 = dataDir + prt1\n",
    "\n",
    "df = pd.read_csv(output_path1, header = 0);\n",
    "display(df)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(11662, 7)"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "import math\n",
    "df['-log_10(q)'] = -np.log10(df['q-val'])\n",
    "df.shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
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       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>chr</th>\n",
       "      <th>start</th>\n",
       "      <th>end</th>\n",
       "      <th>q-val</th>\n",
       "      <th>ind</th>\n",
       "      <th>MarkerName</th>\n",
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       "      <td>1.0</td>\n",
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       "      <td>39973838</td>\n",
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       "      <td>11658</td>\n",
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       "      <td>-0.0</td>\n",
       "      <td>2196486115</td>\n",
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       "      <th>11658</th>\n",
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       "      <td>39974147</td>\n",
       "      <td>1.0</td>\n",
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       "      <td>-0.0</td>\n",
       "      <td>2196486424</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11659</th>\n",
       "      <td>22</td>\n",
       "      <td>39975500</td>\n",
       "      <td>39975500</td>\n",
       "      <td>1.0</td>\n",
       "      <td>11660</td>\n",
       "      <td>unspec</td>\n",
       "      <td>-0.0</td>\n",
       "      <td>2196487777</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11660</th>\n",
       "      <td>22</td>\n",
       "      <td>39975635</td>\n",
       "      <td>39975635</td>\n",
       "      <td>1.0</td>\n",
       "      <td>11661</td>\n",
       "      <td>unspec</td>\n",
       "      <td>-0.0</td>\n",
       "      <td>2196487912</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11661</th>\n",
       "      <td>22</td>\n",
       "      <td>39975665</td>\n",
       "      <td>39975665</td>\n",
       "      <td>1.0</td>\n",
       "      <td>11662</td>\n",
       "      <td>unspec</td>\n",
       "      <td>-0.0</td>\n",
       "      <td>2196487942</td>\n",
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       "<p>11662 rows × 8 columns</p>\n",
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      ],
      "text/plain": [
       "       chr      start        end  q-val    ind MarkerName  -log_10(q)  \\\n",
       "0        1  106803482  106803482    1.0      1     unspec        -0.0   \n",
       "1        1  106803523  106803523    1.0      2     unspec        -0.0   \n",
       "2        1  106804091  106804091    1.0      3     unspec        -0.0   \n",
       "3        1  106804698  106804698    1.0      4     unspec        -0.0   \n",
       "4        1  106805935  106805935    1.0      5     unspec        -0.0   \n",
       "...    ...        ...        ...    ...    ...        ...         ...   \n",
       "11657   22   39973838   39973838    1.0  11658     unspec        -0.0   \n",
       "11658   22   39974147   39974147    1.0  11659     unspec        -0.0   \n",
       "11659   22   39975500   39975500    1.0  11660     unspec        -0.0   \n",
       "11660   22   39975635   39975635    1.0  11661     unspec        -0.0   \n",
       "11661   22   39975665   39975665    1.0  11662     unspec        -0.0   \n",
       "\n",
       "       cumulative_pos  \n",
       "0           106803482  \n",
       "1           106803523  \n",
       "2           106804091  \n",
       "3           106804698  \n",
       "4           106805935  \n",
       "...               ...  \n",
       "11657      2196486115  \n",
       "11658      2196486424  \n",
       "11659      2196487777  \n",
       "11660      2196487912  \n",
       "11661      2196487942  \n",
       "\n",
       "[11662 rows x 8 columns]"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "running_pos = 0\n",
    "cumulative_pos = []\n",
    "for chrom, group_df in df.groupby('chr'):  \n",
    "    cumulative_pos.append(group_df['start'] + running_pos)\n",
    "    running_pos += group_df['start'].max()\n",
    "    \n",
    "df['cumulative_pos'] = pd.concat(cumulative_pos)\n",
    "\n",
    "df"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [
    {
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       "      <th></th>\n",
       "      <th>chr</th>\n",
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       "      <th>ind</th>\n",
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       "      <td>1.0</td>\n",
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       "      <td>-0.0</td>\n",
       "      <td>106804698</td>\n",
       "      <td>3</td>\n",
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       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>1</td>\n",
       "      <td>106805935</td>\n",
       "      <td>106805935</td>\n",
       "      <td>1.0</td>\n",
       "      <td>5</td>\n",
       "      <td>unspec</td>\n",
       "      <td>-0.0</td>\n",
       "      <td>106805935</td>\n",
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       "      <td>22</td>\n",
       "      <td>39973838</td>\n",
       "      <td>39973838</td>\n",
       "      <td>1.0</td>\n",
       "      <td>11658</td>\n",
       "      <td>unspec</td>\n",
       "      <td>-0.0</td>\n",
       "      <td>2196486115</td>\n",
       "      <td>11657</td>\n",
       "    </tr>\n",
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       "      <th>11658</th>\n",
       "      <td>22</td>\n",
       "      <td>39974147</td>\n",
       "      <td>39974147</td>\n",
       "      <td>1.0</td>\n",
       "      <td>11659</td>\n",
       "      <td>unspec</td>\n",
       "      <td>-0.0</td>\n",
       "      <td>2196486424</td>\n",
       "      <td>11658</td>\n",
       "    </tr>\n",
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       "      <th>11659</th>\n",
       "      <td>22</td>\n",
       "      <td>39975500</td>\n",
       "      <td>39975500</td>\n",
       "      <td>1.0</td>\n",
       "      <td>11660</td>\n",
       "      <td>unspec</td>\n",
       "      <td>-0.0</td>\n",
       "      <td>2196487777</td>\n",
       "      <td>11659</td>\n",
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       "      <th>11660</th>\n",
       "      <td>22</td>\n",
       "      <td>39975635</td>\n",
       "      <td>39975635</td>\n",
       "      <td>1.0</td>\n",
       "      <td>11661</td>\n",
       "      <td>unspec</td>\n",
       "      <td>-0.0</td>\n",
       "      <td>2196487912</td>\n",
       "      <td>11660</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11661</th>\n",
       "      <td>22</td>\n",
       "      <td>39975665</td>\n",
       "      <td>39975665</td>\n",
       "      <td>1.0</td>\n",
       "      <td>11662</td>\n",
       "      <td>unspec</td>\n",
       "      <td>-0.0</td>\n",
       "      <td>2196487942</td>\n",
       "      <td>11661</td>\n",
       "    </tr>\n",
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       "</table>\n",
       "<p>11662 rows × 9 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "       chr      start        end  q-val    ind MarkerName  -log_10(q)  \\\n",
       "0        1  106803482  106803482    1.0      1     unspec        -0.0   \n",
       "1        1  106803523  106803523    1.0      2     unspec        -0.0   \n",
       "2        1  106804091  106804091    1.0      3     unspec        -0.0   \n",
       "3        1  106804698  106804698    1.0      4     unspec        -0.0   \n",
       "4        1  106805935  106805935    1.0      5     unspec        -0.0   \n",
       "...    ...        ...        ...    ...    ...        ...         ...   \n",
       "11657   22   39973838   39973838    1.0  11658     unspec        -0.0   \n",
       "11658   22   39974147   39974147    1.0  11659     unspec        -0.0   \n",
       "11659   22   39975500   39975500    1.0  11660     unspec        -0.0   \n",
       "11660   22   39975635   39975635    1.0  11661     unspec        -0.0   \n",
       "11661   22   39975665   39975665    1.0  11662     unspec        -0.0   \n",
       "\n",
       "       cumulative_pos  SNP number  \n",
       "0           106803482           0  \n",
       "1           106803523           1  \n",
       "2           106804091           2  \n",
       "3           106804698           3  \n",
       "4           106805935           4  \n",
       "...               ...         ...  \n",
       "11657      2196486115       11657  \n",
       "11658      2196486424       11658  \n",
       "11659      2196487777       11659  \n",
       "11660      2196487912       11660  \n",
       "11661      2196487942       11661  \n",
       "\n",
       "[11662 rows x 9 columns]"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df['SNP number'] = df.index\n",
    "df"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "224"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1800x360 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import seaborn as sns\n",
    "%matplotlib inline\n",
    "#sns.set(font_scale=.8)\n",
    "import adjustText\n",
    "from adjustText import adjust_text\n",
    "sns.set(font_scale=2,style=\"ticks\")\n",
    "#sns.set(style=\"whitegrid\")\n",
    "g = sns.relplot(    \n",
    "    data = df.sample(11662),\n",
    "    x = 'cumulative_pos',\n",
    "    y = '-log_10(q)',\n",
    "    aspect = 5,\n",
    "    hue = 'chr',\n",
    "    palette = 'muted',  \n",
    "    alpha=0.35,\n",
    "    s=100,\n",
    "    legend=None\n",
    ")\n",
    "g.ax.set_ylim([0,3])\n",
    "g.ax.set_xlabel('Chromosome', size = 22)\n",
    "g.ax.set_ylabel( \"$-Log_{10}(q)$\" , size = 22),\n",
    "g.ax.font_scale=12\n",
    "g.ax.set_xticks((df.groupby('chr')['cumulative_pos'].max()+df.groupby('chr')['cumulative_pos'].min())/2)\n",
    "g.ax.set_xticklabels(df['chr'].unique())\n",
    "g.ax.axhline(-np.log10(0.05), linestyle='--', color='green', linewidth=2)\n",
    "g.ax.text(14000000,-np.log10(0.05), \"FDR = 0.05\", size =18)\n",
    "\n",
    "g.ax.axhline(-np.log10(0.1), linestyle='--', color='green', linewidth=2)\n",
    "g.ax.text(14000000,-np.log10(0.1), \"FDR = 0.10\", size =18)\n",
    "g.ax.axhline(-np.log10(0.2), linestyle='--', linewidth=2)\n",
    "g.ax.text(14000000,-np.log10(0.2), \"FDR = 0.20\", size =18)\n",
    "g.fig.suptitle('Analysis of Alzheimer’s disease genetics using Stabilized HiDe-MK',size=28)\n",
    "Temp1 = df[df['q-val'] < 0.2]\n",
    "Unique_marker = Temp1['MarkerName'].drop_duplicates()\n",
    "Final = df.iloc[list(Unique_marker.index)]\n",
    "annotations = Final.apply(lambda p : g.ax.annotate(p['MarkerName'], (p['cumulative_pos'], p['-log_10(q)']),size=18), axis=1).to_list()\n",
    "adjust_text(annotations, arrowprops = {'arrowstyle' : '->', 'color' : 'blue', \n",
    "                                       \"alpha\": 0.6, \"linewidth\":2.5},expand_text=(1.5, 1.5), ha='center', va='top')"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
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   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
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   "kernels_config": {
    "python": {
     "delete_cmd_postfix": "",
     "delete_cmd_prefix": "del ",
     "library": "var_list.py",
     "varRefreshCmd": "print(var_dic_list())"
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     "delete_cmd_postfix": ") ",
     "delete_cmd_prefix": "rm(",
     "library": "var_list.r",
     "varRefreshCmd": "cat(var_dic_list()) "
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   "position": {
    "height": "679.85px",
    "left": "1546px",
    "right": "20px",
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   "types_to_exclude": [
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    "builtin_function_or_method",
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    "_Feature"
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 "nbformat": 4,
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}