Divide backlogs.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 8,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Warning message:\n",
      "“package ‘stats’ is not available (for R version 3.5.1)”Warning message:\n",
      "“package ‘stats’ is a base package, and should not be updated”"
     ]
    }
   ],
   "source": [
    "source(\"part_of_backlog_predictions.R\")\n",
    "source(\"part_of_backlog_evaluation.R\")\n",
    "\n",
    "if (!require(forecast)){\n",
    "    installed <- T\n",
    "    install.packages(\"forecast\")\n",
    "}\n",
    "if (!require(dplyr)){\n",
    "    install.packages(\"dplyr\")\n",
    "    require(dplyr)\n",
    "}\n",
    "install.packages(\"stats\")\n",
    "require(stats)\n",
    "\n",
    "if (!require(effsize)){\n",
    "    install.packages(\"effsize\")\n",
    "    require(effsize)\n",
    "}\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "eclipse_data_tools = c(\"eclipse\", \"data_tools\")\n",
    "eclipse_platform = c(\"eclipse\", \"platform\")\n",
    "eclipse_birt = c(\"eclipse\", \"birt\")\n",
    "eclipse_jdt = c(\"eclipse\", \"jdt\")\n",
    "eclipse_pde = c(\"eclipse\", \"pde\")\n",
    "\n",
    "mozilla_calendar = c(\"mozilla\", \"calendar\")\n",
    "mozilla_firefox = c(\"mozilla\", \"firefox\")\n",
    "mozilla_core = c(\"mozilla\", \"core\")\n",
    "mozilla_thunderbird = c(\"mozilla\", \"thunderbird\")\n",
    "\n",
    "kernel_io_storage = c(\"kernel\", \"IO_Storage\")\n",
    "kernel_networking = c(\"kernel\", \"networking\")\n",
    "kernel_file_system = c(\"kernel\", \"file_system\")\n",
    "\n",
    "open_office_writer = c(\"open_office\", \"writer\")\n",
    "open_office_calc = c(\"open_office\", \"calc\")\n",
    "open_office_draw = c(\"open_office\", \"draw\")\n",
    "\n",
    "apache_ant = c(\"apache\", \"ant\")\n",
    "apache_apache2 = c(\"apache\", \"apache2\")\n",
    "\n",
    "libre_office_writer = c(\"libre_office\", \"writer\")\n",
    "libre_office_calc = c(\"libre_office\", \"calc\")\n",
    "libre_office_draw = c(\"libre_office\", \"draw\")\n",
    "\n",
    "products = rbind(\n",
    "                 kernel_networking,\n",
    "                 eclipse_platform,\n",
    "                 eclipse_data_tools,\n",
    "                 eclipse_birt,\n",
    "                 eclipse_jdt,\n",
    "                 eclipse_pde,\n",
    "                 mozilla_calendar,\n",
    "                 mozilla_firefox,\n",
    "                 mozilla_core,\n",
    "                 mozilla_thunderbird,\n",
    "                 kernel_io_storage,\n",
    "                 kernel_file_system,\n",
    "                 open_office_writer,\n",
    "                 open_office_calc,\n",
    "                 open_office_draw,\n",
    "                 apache_ant,\n",
    "                 apache_apache2,\n",
    "                 libre_office_writer,\n",
    "                 libre_office_calc,\n",
    "                 libre_office_draw)  "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 115,
   "metadata": {},
   "outputs": [],
   "source": [
    "divide_and_predict <- function(product) {\n",
    "    backlog = read.csv(file=paste(\"data/\", product[1], \"/\", product[2], \"/\", product[1], \"_\", product[2], \"_backlog.csv\", sep=\"\"), header=TRUE, sep=\",\")\n",
    "    backlog_all = backlog$backlog_all\n",
    "    backlog_all_diff = abs(diff(backlog_all))\n",
    "    percentil_value = quantile(backlog_all_diff, probs = 0.995)[[1]]\n",
    "    big_differences = backlog_all_diff[backlog_all_diff>percentil_value]\n",
    "    split_points = c()\n",
    "\n",
    "    for(i in 1:length(big_differences)){\n",
    "        diff = big_differences[i]\n",
    "        point = match(diff, backlog_all_diff)\n",
    "        split_points = c(split_points, point)\n",
    "        split_points = sort(split_points)\n",
    "    }\n",
    "    print(split_points)\n",
    "    period_start = 0\n",
    "    for(i in 1:length(split_points)){\n",
    "        period_end = split_points[i]\n",
    "        if (period_end - period_start>5){\n",
    "            backlog_part = backlog %>% filter (number>=period_start & number<period_end) \n",
    "            part_of_backlog_all_predictions(product, backlog_part)\n",
    "        }\n",
    "        if(i == length(split_points)){\n",
    "            backlog_last_week = tail(backlog$number, n=1)\n",
    "            if(backlog_last_week-period_end>5){\n",
    "                backlog_last_part = backlog %>% filter (number>period_end)   \n",
    "                part_of_backlog_all_predictions(product, backlog_last_part)\n",
    "            }\n",
    "        }\n",
    "        period_start = period_end\n",
    "    }\n",
    " }"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 109,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
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    }
   ],
   "source": [
    "for(i in 1:nrow(products)){\n",
    "    divide_and_predict(products[i,])\n",
    "}"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Warning message in wilcox.test.default(ericsson_n_error, ericsson_errors, paired = TRUE):\n",
      "“cannot compute exact p-value with zeroes”Warning message in wilcox.test.default(ericsson_n_error, ericsson_errors, paired = TRUE):\n",
      "“cannot compute exact p-value with zeroes”Warning message in wilcox.test.default(ericsson_n_error, ericsson_errors, paired = TRUE):\n",
      "“cannot compute exact p-value with zeroes”Warning message in wilcox.test.default(ericsson_n_error, ericsson_errors, paired = TRUE):\n",
      "“cannot compute exact p-value with zeroes”Warning message in wilcox.test.default(ericsson_n_error, ericsson_errors, paired = TRUE):\n",
      "“cannot compute exact p-value with zeroes”Warning message in wilcox.test.default(ericsson_n_error, ericsson_errors, paired = TRUE):\n",
      "“cannot compute exact p-value with zeroes”Warning message in wilcox.test.default(ericsson_n_error, ericsson_errors, paired = TRUE):\n",
      "“cannot compute exact p-value with zeroes”Warning message in wilcox.test.default(ericsson_n_error, ericsson_errors, paired = TRUE):\n",
      "“cannot compute exact p-value with zeroes”Warning message in wilcox.test.default(ericsson_n_error, ericsson_errors, paired = TRUE):\n",
      "“cannot compute exact p-value with zeroes”Warning message in wilcox.test.default(ericsson_n_error, ericsson_errors, paired = TRUE):\n",
      "“cannot compute exact p-value with zeroes”Warning message in wilcox.test.default(ericsson_n_error, ericsson_errors, paired = TRUE):\n",
      "“cannot compute exact p-value with zeroes”Warning message in wilcox.test.default(ericsson_n_error, ericsson_errors, paired = TRUE):\n",
      "“cannot compute exact p-value with zeroes”Warning message in wilcox.test.default(ericsson_n_error, ericsson_errors, paired = TRUE):\n",
      "“cannot compute exact p-value with zeroes”Warning message in wilcox.test.default(ericsson_n_error, ericsson_errors, paired = TRUE):\n",
      "“cannot compute exact p-value with zeroes”Warning message in wilcox.test.default(ericsson_n_error, ericsson_errors, paired = TRUE):\n",
      "“cannot compute exact p-value with zeroes”Warning message in wilcox.test.default(ericsson_n_error, ericsson_errors, paired = TRUE):\n",
      "“cannot compute exact p-value with zeroes”Warning message in wilcox.test.default(ericsson_n_error, ericsson_errors, paired = TRUE):\n",
      "“cannot compute exact p-value with zeroes”Warning message in wilcox.test.default(ericsson_n_error, ericsson_errors, paired = TRUE):\n",
      "“cannot compute exact p-value with zeroes”Warning message in wilcox.test.default(ericsson_n_error, ericsson_errors, paired = TRUE):\n",
      "“cannot compute exact p-value with zeroes”Warning message in wilcox.test.default(ericsson_n_error, ericsson_errors, paired = TRUE):\n",
      "“cannot compute exact p-value with zeroes”"
     ]
    }
   ],
   "source": [
    "for(i in 1:nrow(products)){\n",
    "    evaluate_divided_backlog_errors(products[i,], \"ericsson\")\n",
    "}"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<table>\n",
       "<thead><tr><th scope=col>Method</th><th scope=col>Error_1</th><th scope=col>Impr_1</th><th scope=col>Cliff_delta</th><th scope=col>Hedges_g</th><th scope=col>NNT</th><th scope=col>Wilcoxon_test</th></tr></thead>\n",
       "<tbody>\n",
       "\t<tr><td>arima_th:all</td><td>3.24        </td><td>14.96       </td><td>negligible  </td><td>negligible  </td><td>10.244041   </td><td> TRUE       </td></tr>\n",
       "\t<tr><td>ets_th:all  </td><td>3.63        </td><td> 4.72       </td><td>negligible  </td><td>negligible  </td><td>35.531496   </td><td>FALSE       </td></tr>\n",
       "\t<tr><td>ericsson    </td><td>3.32        </td><td>12.86       </td><td>small       </td><td>negligible  </td><td> 8.195733   </td><td>FALSE       </td></tr>\n",
       "\t<tr><td>naive       </td><td>3.81        </td><td> 0.00       </td><td>NA          </td><td>NA          </td><td>       NA   </td><td>FALSE       </td></tr>\n",
       "</tbody>\n",
       "</table>\n"
      ],
      "text/latex": [
       "\\begin{tabular}{r|lllllll}\n",
       " Method & Error\\_1 & Impr\\_1 & Cliff\\_delta & Hedges\\_g & NNT & Wilcoxon\\_test\\\\\n",
       "\\hline\n",
       "\t arima\\_th:all & 3.24           & 14.96          & negligible     & negligible     & 10.244041      &  TRUE         \\\\\n",
       "\t ets\\_th:all   & 3.63           &  4.72          & negligible     & negligible     & 35.531496      & FALSE         \\\\\n",
       "\t ericsson     & 3.32         & 12.86        & small        & negligible   &  8.195733    & FALSE       \\\\\n",
       "\t naive        & 3.81         &  0.00        & NA           & NA           &        NA    & FALSE       \\\\\n",
       "\\end{tabular}\n"
      ],
      "text/markdown": [
       "\n",
       "Method | Error_1 | Impr_1 | Cliff_delta | Hedges_g | NNT | Wilcoxon_test | \n",
       "|---|---|---|---|\n",
       "| arima_th:all | 3.24         | 14.96        | negligible   | negligible   | 10.244041    |  TRUE        | \n",
       "| ets_th:all   | 3.63         |  4.72        | negligible   | negligible   | 35.531496    | FALSE        | \n",
       "| ericsson     | 3.32         | 12.86        | small        | negligible   |  8.195733    | FALSE        | \n",
       "| naive        | 3.81         |  0.00        | NA           | NA           |        NA    | FALSE        | \n",
       "\n",
       "\n"
      ],
      "text/plain": [
       "  Method       Error_1 Impr_1 Cliff_delta Hedges_g   NNT       Wilcoxon_test\n",
       "1 arima_th:all 3.24    14.96  negligible  negligible 10.244041  TRUE        \n",
       "2 ets_th:all   3.63     4.72  negligible  negligible 35.531496 FALSE        \n",
       "3 ericsson     3.32    12.86  small       negligible  8.195733 FALSE        \n",
       "4 naive        3.81     0.00  NA          NA                NA FALSE        "
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "result_file_path = read.csv(file=\"data/libre_office/draw/Predictions/Divided_backlog_predictions/naive_baseline_predictions_comparison.csv\", header=TRUE, sep=\",\")\n",
    "result_file_path\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<table>\n",
       "<thead><tr><th scope=col>Method</th><th scope=col>Error_1</th><th scope=col>Impr_1</th><th scope=col>Cliff_delta</th><th scope=col>Hedges_g</th><th scope=col>Wilcoxon_test</th></tr></thead>\n",
       "<tbody>\n",
       "\t<tr><td>arima_th:all</td><td>3.24        </td><td>14.96       </td><td>negligible  </td><td>negligible  </td><td>FALSE       </td></tr>\n",
       "\t<tr><td>ets_th:all  </td><td>3.63        </td><td> 4.72       </td><td>negligible  </td><td>negligible  </td><td>FALSE       </td></tr>\n",
       "\t<tr><td>ericsson    </td><td>3.32        </td><td>12.86       </td><td>negligible  </td><td>negligible  </td><td>   NA       </td></tr>\n",
       "\t<tr><td>naive       </td><td>3.81        </td><td> 0.00       </td><td>NA          </td><td>NA          </td><td>FALSE       </td></tr>\n",
       "</tbody>\n",
       "</table>\n"
      ],
      "text/latex": [
       "\\begin{tabular}{r|llllll}\n",
       " Method & Error\\_1 & Impr\\_1 & Cliff\\_delta & Hedges\\_g & Wilcoxon\\_test\\\\\n",
       "\\hline\n",
       "\t arima\\_th:all & 3.24           & 14.96          & negligible     & negligible     & FALSE         \\\\\n",
       "\t ets\\_th:all   & 3.63           &  4.72          & negligible     & negligible     & FALSE         \\\\\n",
       "\t ericsson     & 3.32         & 12.86        & negligible   & negligible   &    NA       \\\\\n",
       "\t naive        & 3.81         &  0.00        & NA           & NA           & FALSE       \\\\\n",
       "\\end{tabular}\n"
      ],
      "text/markdown": [
       "\n",
       "Method | Error_1 | Impr_1 | Cliff_delta | Hedges_g | Wilcoxon_test | \n",
       "|---|---|---|---|\n",
       "| arima_th:all | 3.24         | 14.96        | negligible   | negligible   | FALSE        | \n",
       "| ets_th:all   | 3.63         |  4.72        | negligible   | negligible   | FALSE        | \n",
       "| ericsson     | 3.32         | 12.86        | negligible   | negligible   |    NA        | \n",
       "| naive        | 3.81         |  0.00        | NA           | NA           | FALSE        | \n",
       "\n",
       "\n"
      ],
      "text/plain": [
       "  Method       Error_1 Impr_1 Cliff_delta Hedges_g   Wilcoxon_test\n",
       "1 arima_th:all 3.24    14.96  negligible  negligible FALSE        \n",
       "2 ets_th:all   3.63     4.72  negligible  negligible FALSE        \n",
       "3 ericsson     3.32    12.86  negligible  negligible    NA        \n",
       "4 naive        3.81     0.00  NA          NA         FALSE        "
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "result_file_path = read.csv(file=\"data/libre_office/draw/Predictions/Divided_backlog_predictions/ericsson_baseline_predictions_comparison.csv\", header=TRUE, sep=\",\")\n",
    "result_file_path"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Backlogs poorly predicted division"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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xvB0IAGNKABDWhAAxrQgAY00JUGvpy9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S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\nCBAgQOApIPB/LFnDXpZnXVUAAAAASUVORK5CYII=",
      "text/plain": [
       "plot without title"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "#KERNEL IO_STORAGE\n",
    "backlog = read.csv(file=\"data/Kernel/IO_storage/kernel_IO_storage_backlog.csv\", header=TRUE, sep=\",\")\n",
    "plot(backlog$backlog_all)\n",
    "lines(backlog$backlog_all)\n",
    "\n",
    "end_of_first_part = backlog %>% filter (backlog_all == max(backlog$backlog_all)) #494\n",
    "start_of_second_part = backlog %>% filter (backlog_all == 147 & number == 509) #509\n",
    "end_of_second_part = backlog %>% filter (backlog_all == 153) #695\n",
    "start_of_third_part = backlog %>% filter (number == 697) #695\n",
    "\n",
    "#2 czesci\n",
    "backlog_first_part = backlog %>% filter (number<495)\n",
    "backlog_second_part = backlog %>% filter (number>509)\n",
    "\n",
    "# plot(backlog_third_part$backlog_all)\n",
    "# lines(backlog_third_part$backlog_all)\n",
    "\n",
    "# 3 czesci\n",
    "# backlog_first_part = backlog %>% filter (number<495)\n",
    "# backlog_second_part = backlog %>% filter (number>509 & number<695)\n",
    "# backlog_third_part = backlog %>% filter (number>696)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 103,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[1] 3\n",
      "[1] 8\n",
      "[1] 12\n",
      "[1] 20\n",
      "[1] 22\n",
      "[1] 26\n",
      "[1] 31\n",
      "[1] 34\n",
      "[1] 40\n",
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      "[1] 49\n",
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      "[1] 55\n",
      "[1] 61\n",
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      "[1] 80\n",
      "[1] 82\n",
      "[1] 86\n",
      "[1] 90\n",
      "[1] 97\n",
      "[1] 101\n",
      "[1] 105\n",
      "[1] 110\n",
      "[1] 115\n",
      "[1] 119\n",
      "[1] 123\n",
      "[1] 127\n",
      "[1] 133\n",
      "[1] 136\n",
      "[1] 140\n",
      "[1] 142\n",
      "[1] 150\n",
      "[1] 152\n",
      "[1] 156\n",
      "[1] 161\n",
      "[1] 165\n",
      "[1] 169\n",
      "[1] 174\n",
      "[1] 177\n",
      "[1] 182\n",
      "[1] 187\n",
      "[1] 190\n",
      "[1] 197\n",
      "[1] 201\n",
      "[1] 204\n",
      "[1] 210\n",
      "[1] 215\n",
      "[1] 220\n",
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    }
   ],
   "source": [
    "part_of_backlog_all_predictions(c(\"kernel\", \"io_storage\"), backlog_first_part)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "metadata": {},
   "outputs": [],
   "source": [
    "evaluate_divided_backlog_errors(c(\"kernel\", \"io_storage\"))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<table>\n",
       "<thead><tr><th scope=col>Method</th><th scope=col>Error_1</th><th scope=col>Impr_1</th><th scope=col>Cliff_delta</th><th scope=col>Hedges_g</th><th scope=col>Wilcoxon_test</th></tr></thead>\n",
       "<tbody>\n",
       "\t<tr><td>arima_th:all</td><td>2.82        </td><td> -0.71      </td><td>negligible  </td><td>negligible  </td><td>FALSE       </td></tr>\n",
       "\t<tr><td>ets_th:all  </td><td>2.81        </td><td> -0.36      </td><td>negligible  </td><td>negligible  </td><td>FALSE       </td></tr>\n",
       "\t<tr><td>ericsson    </td><td>3.25        </td><td>-16.07      </td><td>negligible  </td><td>negligible  </td><td>FALSE       </td></tr>\n",
       "\t<tr><td>naive       </td><td>2.80        </td><td>  0.00      </td><td>NA          </td><td>NA          </td><td>FALSE       </td></tr>\n",
       "</tbody>\n",
       "</table>\n"
      ],
      "text/latex": [
       "\\begin{tabular}{r|llllll}\n",
       " Method & Error\\_1 & Impr\\_1 & Cliff\\_delta & Hedges\\_g & Wilcoxon\\_test\\\\\n",
       "\\hline\n",
       "\t arima\\_th:all & 2.82           &  -0.71         & negligible     & negligible     & FALSE         \\\\\n",
       "\t ets\\_th:all   & 2.81           &  -0.36         & negligible     & negligible     & FALSE         \\\\\n",
       "\t ericsson     & 3.25         & -16.07       & negligible   & negligible   & FALSE       \\\\\n",
       "\t naive        & 2.80         &   0.00       & NA           & NA           & FALSE       \\\\\n",
       "\\end{tabular}\n"
      ],
      "text/markdown": [
       "\n",
       "Method | Error_1 | Impr_1 | Cliff_delta | Hedges_g | Wilcoxon_test | \n",
       "|---|---|---|---|\n",
       "| arima_th:all | 2.82         |  -0.71       | negligible   | negligible   | FALSE        | \n",
       "| ets_th:all   | 2.81         |  -0.36       | negligible   | negligible   | FALSE        | \n",
       "| ericsson     | 3.25         | -16.07       | negligible   | negligible   | FALSE        | \n",
       "| naive        | 2.80         |   0.00       | NA           | NA           | FALSE        | \n",
       "\n",
       "\n"
      ],
      "text/plain": [
       "  Method       Error_1 Impr_1 Cliff_delta Hedges_g   Wilcoxon_test\n",
       "1 arima_th:all 2.82     -0.71 negligible  negligible FALSE        \n",
       "2 ets_th:all   2.81     -0.36 negligible  negligible FALSE        \n",
       "3 ericsson     3.25    -16.07 negligible  negligible FALSE        \n",
       "4 naive        2.80      0.00 NA          NA         FALSE        "
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# **** tylko dla 1 czesci\n",
    "result_file_path = read.csv(file=\"data/kernel/io_storage/Predictions/Divided_backlog_predictions/errors_evaluation.csv\", header=TRUE, sep=\",\")\n",
    "result_file_path"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 96,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<table>\n",
       "<thead><tr><th></th><th scope=col>arima_th.all</th><th scope=col>ets.all</th><th scope=col>ericsson</th><th scope=col>naive</th></tr></thead>\n",
       "<tbody>\n",
       "\t<tr><th scope=row>mean_errors</th><td> 2.58 </td><td> 2.54 </td><td>  2.98</td><td>2.47  </td></tr>\n",
       "\t<tr><th scope=row>improvements</th><td>-4.45 </td><td>-2.83 </td><td>-20.65</td><td>0.00  </td></tr>\n",
       "</tbody>\n",
       "</table>\n"
      ],
      "text/latex": [
       "\\begin{tabular}{r|llll}\n",
       "  & arima\\_th.all & ets.all & ericsson & naive\\\\\n",
       "\\hline\n",
       "\tmean\\_errors &  2.58  &  2.54  &   2.98 & 2.47  \\\\\n",
       "\timprovements & -4.45  & -2.83  & -20.65 & 0.00  \\\\\n",
       "\\end{tabular}\n"
      ],
      "text/markdown": [
       "\n",
       "| <!--/--> | arima_th.all | ets.all | ericsson | naive | \n",
       "|---|---|\n",
       "| mean_errors |  2.58  |  2.54  |   2.98 | 2.47   | \n",
       "| improvements | -4.45  | -2.83  | -20.65 | 0.00   | \n",
       "\n",
       "\n"
      ],
      "text/plain": [
       "             arima_th.all ets.all ericsson naive\n",
       "mean_errors   2.58         2.54     2.98   2.47 \n",
       "improvements -4.45        -2.83   -20.65   0.00 "
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# dla 2 czesci\n",
    "result_file_path = read.csv(file=\"data/kernel/io_storage/Predictions/Divided_backlog_predictions/errors_evaluation.csv\", header=TRUE, sep=\",\")\n",
    "result_file_path"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 89,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<table>\n",
       "<thead><tr><th></th><th scope=col>arima_th.all</th><th scope=col>ets.all</th><th scope=col>ericsson</th><th scope=col>naive</th></tr></thead>\n",
       "<tbody>\n",
       "\t<tr><th scope=row>mean_errors</th><td> 2.47 </td><td> 2.45 </td><td>  2.81</td><td>2.43  </td></tr>\n",
       "\t<tr><th scope=row>improvements</th><td>-1.65 </td><td>-0.82 </td><td>-15.64</td><td>0.00  </td></tr>\n",
       "</tbody>\n",
       "</table>\n"
      ],
      "text/latex": [
       "\\begin{tabular}{r|llll}\n",
       "  & arima\\_th.all & ets.all & ericsson & naive\\\\\n",
       "\\hline\n",
       "\tmean\\_errors &  2.47  &  2.45  &   2.81 & 2.43  \\\\\n",
       "\timprovements & -1.65  & -0.82  & -15.64 & 0.00  \\\\\n",
       "\\end{tabular}\n"
      ],
      "text/markdown": [
       "\n",
       "| <!--/--> | arima_th.all | ets.all | ericsson | naive | \n",
       "|---|---|\n",
       "| mean_errors |  2.47  |  2.45  |   2.81 | 2.43   | \n",
       "| improvements | -1.65  | -0.82  | -15.64 | 0.00   | \n",
       "\n",
       "\n"
      ],
      "text/plain": [
       "             arima_th.all ets.all ericsson naive\n",
       "mean_errors   2.47         2.45     2.81   2.43 \n",
       "improvements -1.65        -0.82   -15.64   0.00 "
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# dla 3 czesci\n",
    "result_file_path = read.csv(file=\"data/kernel/io_storage/Predictions/Divided_backlog_predictions/errors_evaluation.csv\", header=TRUE, sep=\",\")\n",
    "result_file_path"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 114,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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TBKLKd73VbRhdHDIkMCEpCABFpKwC52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",
      "text/plain": [
       "plot without title"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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uiWCJNExmiviHhOdG90XoQxOjtiPVo9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\nZqUU/eHBHgAAAABJRU5ErkJggg==",
      "text/plain": [
       "plot without title"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "#OPEN OFFICE DRAW\n",
    "backlog = read.csv(file=\"data/Open_office/draw/open_office_draw_backlog.csv\", header=TRUE, sep=\",\")\n",
    "\n",
    "plot(backlog$backlog_all)\n",
    "lines(backlog$backlog_all)\n",
    "\n",
    "end_of_first_part = backlog %>% filter (backlog_all == max(backlog$backlog_all)) # 638\n",
    "backlog_first_part = backlog %>% filter (number<638)\n",
    "\n",
    "plot(backlog_first_part$backlog_all)\n",
    "lines(backlog_first_part$backlog_all)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 115,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
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     ]
    }
   ],
   "source": [
    "part_of_backlog_all_predictions(c(\"open_office\", \"draw\"), backlog_first_part)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "metadata": {},
   "outputs": [],
   "source": [
    "evaluate_divided_backlog_errors(c(\"open_office\", \"draw\"))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 31,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<table>\n",
       "<thead><tr><th scope=col>Method</th><th scope=col>Error_1</th><th scope=col>Impr_1</th><th scope=col>Cliff_delta</th><th scope=col>Hedges_g</th><th scope=col>Wilcoxon_test</th></tr></thead>\n",
       "<tbody>\n",
       "\t<tr><td>arima_th:all</td><td>3.04        </td><td>18.50       </td><td>negligible  </td><td>small       </td><td> TRUE       </td></tr>\n",
       "\t<tr><td>ets_th:all  </td><td>3.03        </td><td>18.77       </td><td>negligible  </td><td>small       </td><td> TRUE       </td></tr>\n",
       "\t<tr><td>ericsson    </td><td>3.44        </td><td> 7.77       </td><td>negligible  </td><td>negligible  </td><td>FALSE       </td></tr>\n",
       "\t<tr><td>naive       </td><td>3.73        </td><td> 0.00       </td><td>NA          </td><td>NA          </td><td>FALSE       </td></tr>\n",
       "</tbody>\n",
       "</table>\n"
      ],
      "text/latex": [
       "\\begin{tabular}{r|llllll}\n",
       " Method & Error\\_1 & Impr\\_1 & Cliff\\_delta & Hedges\\_g & Wilcoxon\\_test\\\\\n",
       "\\hline\n",
       "\t arima\\_th:all & 3.04           & 18.50          & negligible     & small          &  TRUE         \\\\\n",
       "\t ets\\_th:all   & 3.03           & 18.77          & negligible     & small          &  TRUE         \\\\\n",
       "\t ericsson     & 3.44         &  7.77        & negligible   & negligible   & FALSE       \\\\\n",
       "\t naive        & 3.73         &  0.00        & NA           & NA           & FALSE       \\\\\n",
       "\\end{tabular}\n"
      ],
      "text/markdown": [
       "\n",
       "Method | Error_1 | Impr_1 | Cliff_delta | Hedges_g | Wilcoxon_test | \n",
       "|---|---|---|---|\n",
       "| arima_th:all | 3.04         | 18.50        | negligible   | small        |  TRUE        | \n",
       "| ets_th:all   | 3.03         | 18.77        | negligible   | small        |  TRUE        | \n",
       "| ericsson     | 3.44         |  7.77        | negligible   | negligible   | FALSE        | \n",
       "| naive        | 3.73         |  0.00        | NA           | NA           | FALSE        | \n",
       "\n",
       "\n"
      ],
      "text/plain": [
       "  Method       Error_1 Impr_1 Cliff_delta Hedges_g   Wilcoxon_test\n",
       "1 arima_th:all 3.04    18.50  negligible  small       TRUE        \n",
       "2 ets_th:all   3.03    18.77  negligible  small       TRUE        \n",
       "3 ericsson     3.44     7.77  negligible  negligible FALSE        \n",
       "4 naive        3.73     0.00  NA          NA         FALSE        "
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "#### tylko dla 1 czesci\n",
    "result_file_path = read.csv(file=\"data/open_office/draw/Predictions/Divided_backlog_predictions/errors_evaluation.csv\", header=TRUE, sep=\",\")\n",
    "result_file_path"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 131,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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NTh8ZrN75PxQ2qmy2Uz1cxzVAMa0IAG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uOOprOAUKHSA9yul0GjiNUGxC2hvnQNCc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\nAgQIECBAgAABAgQIEPgHAt/Ml1x4u3sawgAAAABJRU5ErkJggg==",
      "text/plain": [
       "plot without title"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "#KERNEL NETWORKING\n",
    "backlog = read.csv(file=\"data/kernel/networking/kernel_networking_backlog.csv\", header=TRUE, sep=\",\")\n",
    "\n",
    "plot(backlog$backlog_all)\n",
    "lines(backlog$backlog_all)\n",
    "\n",
    "end_of_first_part = backlog %>% filter (backlog_all == max(backlog$backlog_all)) # 493\n",
    "start_of_last_part = backlog %>% filter (number > 691)\n",
    "\n",
    "backlog_first_part = backlog %>% filter (number<493)\n",
    "backlog_last_part = backlog %>% filter (number>691)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 132,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "[1] 697\n",
      "[1] 698\n",
      "[1] 703\n",
      "[1] 709\n",
      "[1] 711\n",
      "[1] 719\n",
      "[1] 721\n",
      "[1] 724\n",
      "[1] 731\n",
      "[1] 734\n",
      "[1] 738\n",
      "[1] 744\n",
      "[1] 747\n",
      "[1] 752\n",
      "[1] 758\n",
      "[1] 761\n",
      "[1] 763\n",
      "[1] 769\n",
      "[1] 773\n",
      "[1] 778\n",
      "[1] 783\n",
      "[1] 786\n",
      "[1] 793\n",
      "[1] 796\n",
      "[1] 801\n",
      "[1] 805\n",
      "[1] 808\n",
      "[1] 814\n",
      "[1] 817\n",
      "[1] 823\n",
      "[1] 827\n",
      "[1] 829\n",
      "[1] 834\n",
      "[1] 837\n",
      "[1] 697\n",
      "[1] 698\n",
      "[1] 703\n",
      "[1] 709\n",
      "[1] 711\n",
      "[1] 719\n",
      "[1] 721\n",
      "[1] 724\n",
      "[1] 731\n",
      "[1] 734\n",
      "[1] 738\n",
      "[1] 744\n",
      "[1] 747\n",
      "[1] 752\n",
      "[1] 758\n",
      "[1] 761\n",
      "[1] 763\n",
      "[1] 769\n",
      "[1] 773\n",
      "[1] 778\n",
      "[1] 783\n",
      "[1] 786\n",
      "[1] 793\n",
      "[1] 796\n",
      "[1] 801\n",
      "[1] 805\n",
      "[1] 808\n",
      "[1] 814\n",
      "[1] 817\n",
      "[1] 823\n",
      "[1] 827\n",
      "[1] 829\n",
      "[1] 834\n",
      "[1] 837\n"
     ]
    }
   ],
   "source": [
    "part_of_backlog_all_predictions(c(\"kernel\", \"networking\"), backlog_last_part)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 32,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "Warning message in wilcox.test.default(arima_n_error, arima_errors, paired = TRUE):\n",
      "“cannot compute exact p-value with ties”Warning message in wilcox.test.default(arima_n_error, arima_errors, paired = TRUE):\n",
      "“cannot compute exact p-value with zeroes”Warning message in wilcox.test.default(ets_n_error, ets_errors, paired = TRUE):\n",
      "“cannot compute exact p-value with ties”Warning message in wilcox.test.default(ets_n_error, ets_errors, paired = TRUE):\n",
      "“cannot compute exact p-value with zeroes”"
     ]
    }
   ],
   "source": [
    "evaluate_divided_backlog_errors(c(\"kernel\", \"networking\"))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 126,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<table>\n",
       "<thead><tr><th></th><th scope=col>arima_th.all</th><th scope=col>ets.all</th><th scope=col>ericsson</th><th scope=col>naive</th></tr></thead>\n",
       "<tbody>\n",
       "\t<tr><th scope=row>mean_errors</th><td> 1.87 </td><td>1.83  </td><td>  2.28</td><td>1.83  </td></tr>\n",
       "\t<tr><th scope=row>improvements</th><td>-2.19 </td><td>0.00  </td><td>-24.59</td><td>0.00  </td></tr>\n",
       "</tbody>\n",
       "</table>\n"
      ],
      "text/latex": [
       "\\begin{tabular}{r|llll}\n",
       "  & arima\\_th.all & ets.all & ericsson & naive\\\\\n",
       "\\hline\n",
       "\tmean\\_errors &  1.87  & 1.83   &   2.28 & 1.83  \\\\\n",
       "\timprovements & -2.19  & 0.00   & -24.59 & 0.00  \\\\\n",
       "\\end{tabular}\n"
      ],
      "text/markdown": [
       "\n",
       "| <!--/--> | arima_th.all | ets.all | ericsson | naive | \n",
       "|---|---|\n",
       "| mean_errors |  1.87  | 1.83   |   2.28 | 1.83   | \n",
       "| improvements | -2.19  | 0.00   | -24.59 | 0.00   | \n",
       "\n",
       "\n"
      ],
      "text/plain": [
       "             arima_th.all ets.all ericsson naive\n",
       "mean_errors   1.87        1.83      2.28   1.83 \n",
       "improvements -2.19        0.00    -24.59   0.00 "
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# tylko dla 1 czesci\n",
    "result_file_path = read.csv(file=\"data/kernel/networking/Predictions/Divided_backlog_predictions/errors_evaluation.csv\", header=TRUE, sep=\",\")\n",
    "result_file_path"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 33,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<table>\n",
       "<thead><tr><th scope=col>Method</th><th scope=col>Error_1</th><th scope=col>Impr_1</th><th scope=col>Cliff_delta</th><th scope=col>Hedges_g</th><th scope=col>Wilcoxon_test</th></tr></thead>\n",
       "<tbody>\n",
       "\t<tr><td>arima_th:all</td><td>1.79        </td><td> -1.13      </td><td>negligible  </td><td>negligible  </td><td>FALSE       </td></tr>\n",
       "\t<tr><td>ets_th:all  </td><td>1.80        </td><td> -1.69      </td><td>negligible  </td><td>negligible  </td><td>FALSE       </td></tr>\n",
       "\t<tr><td>ericsson    </td><td>2.28        </td><td>-28.81      </td><td>small       </td><td>small       </td><td> TRUE       </td></tr>\n",
       "\t<tr><td>naive       </td><td>1.77        </td><td>  0.00      </td><td>NA          </td><td>NA          </td><td>FALSE       </td></tr>\n",
       "</tbody>\n",
       "</table>\n"
      ],
      "text/latex": [
       "\\begin{tabular}{r|llllll}\n",
       " Method & Error\\_1 & Impr\\_1 & Cliff\\_delta & Hedges\\_g & Wilcoxon\\_test\\\\\n",
       "\\hline\n",
       "\t arima\\_th:all & 1.79           &  -1.13         & negligible     & negligible     & FALSE         \\\\\n",
       "\t ets\\_th:all   & 1.80           &  -1.69         & negligible     & negligible     & FALSE         \\\\\n",
       "\t ericsson     & 2.28         & -28.81       & small        & small        &  TRUE       \\\\\n",
       "\t naive        & 1.77         &   0.00       & NA           & NA           & FALSE       \\\\\n",
       "\\end{tabular}\n"
      ],
      "text/markdown": [
       "\n",
       "Method | Error_1 | Impr_1 | Cliff_delta | Hedges_g | Wilcoxon_test | \n",
       "|---|---|---|---|\n",
       "| arima_th:all | 1.79         |  -1.13       | negligible   | negligible   | FALSE        | \n",
       "| ets_th:all   | 1.80         |  -1.69       | negligible   | negligible   | FALSE        | \n",
       "| ericsson     | 2.28         | -28.81       | small        | small        |  TRUE        | \n",
       "| naive        | 1.77         |   0.00       | NA           | NA           | FALSE        | \n",
       "\n",
       "\n"
      ],
      "text/plain": [
       "  Method       Error_1 Impr_1 Cliff_delta Hedges_g   Wilcoxon_test\n",
       "1 arima_th:all 1.79     -1.13 negligible  negligible FALSE        \n",
       "2 ets_th:all   1.80     -1.69 negligible  negligible FALSE        \n",
       "3 ericsson     2.28    -28.81 small       small       TRUE        \n",
       "4 naive        1.77      0.00 NA          NA         FALSE        "
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Dla 1 i ostatniej czesci\n",
    "result_file_path = read.csv(file=\"data/kernel/networking/Predictions/Divided_backlog_predictions/errors_evaluation.csv\", header=TRUE, sep=\",\")\n",
    "result_file_path\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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IcG1si+5wq0y6H0hBIkqrYRJC8kMVRFI0ik6OiAzxza81AljSiJD+tRJY9poiRJ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\nrkJggg==",
      "text/plain": [
       "plot without title"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Eclipse jdt\n",
    "backlog = read.csv(file=\"data/eclipse/jdt/eclipse_jdt_backlog.csv\", header=TRUE, sep=\",\")\n",
    "plot(backlog$backlog_all)\n",
    "lines(backlog$backlog_all)\n",
    "backlog_first_part = backlog %>% filter (number < 409)\n",
    "backlog_second_part = backlog %>% filter (number > 409)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
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      "[1] 729\n",
      "[1] 737\n",
      "[1] 741\n",
      "[1] 742\n",
      "[1] 748\n",
      "[1] 752\n",
      "[1] 758\n",
      "[1] 760\n",
      "[1] 765\n",
      "[1] 769\n",
      "[1] 775\n",
      "[1] 779\n",
      "[1] 783\n",
      "[1] 787\n",
      "[1] 790\n",
      "[1] 796\n",
      "[1] 800\n",
      "[1] 803\n",
      "[1] 809\n",
      "[1] 813\n",
      "[1] 817\n",
      "[1] 821\n",
      "[1] 827\n",
      "[1] 832\n",
      "[1] 836\n",
      "[1] 839\n",
      "[1] 844\n",
      "[1] 846\n",
      "[1] 853\n",
      "[1] 858\n",
      "[1] 861\n",
      "[1] 864\n",
      "[1] 869\n",
      "[1] 873\n",
      "[1] 880\n",
      "[1] 884\n",
      "[1] 889\n",
      "[1] 891\n",
      "[1] 894\n"
     ]
    }
   ],
   "source": [
    "part_of_backlog_all_predictions(c(\"eclipse\", \"jdt\"), backlog_second_part)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "metadata": {},
   "outputs": [],
   "source": [
    "evaluate_divided_backlog_errors(c(\"eclipse\", \"jdt\"))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<table>\n",
       "<thead><tr><th scope=col>Method</th><th scope=col>Error_1</th><th scope=col>Impr_1</th><th scope=col>Cliff_delta</th><th scope=col>Hedges_g</th><th scope=col>Wilcoxon_test</th></tr></thead>\n",
       "<tbody>\n",
       "\t<tr><td>arima_th:all</td><td>22.49       </td><td> 4.86       </td><td>negligible  </td><td>negligible  </td><td>FALSE       </td></tr>\n",
       "\t<tr><td>ets_th:all  </td><td>21.34       </td><td> 9.73       </td><td>negligible  </td><td>negligible  </td><td> TRUE       </td></tr>\n",
       "\t<tr><td>ericsson    </td><td>25.99       </td><td>-9.94       </td><td>negligible  </td><td>negligible  </td><td>FALSE       </td></tr>\n",
       "\t<tr><td>naive       </td><td>23.64       </td><td> 0.00       </td><td>NA          </td><td>NA          </td><td>FALSE       </td></tr>\n",
       "</tbody>\n",
       "</table>\n"
      ],
      "text/latex": [
       "\\begin{tabular}{r|llllll}\n",
       " Method & Error\\_1 & Impr\\_1 & Cliff\\_delta & Hedges\\_g & Wilcoxon\\_test\\\\\n",
       "\\hline\n",
       "\t arima\\_th:all & 22.49          &  4.86          & negligible     & negligible     & FALSE         \\\\\n",
       "\t ets\\_th:all   & 21.34          &  9.73          & negligible     & negligible     &  TRUE         \\\\\n",
       "\t ericsson     & 25.99        & -9.94        & negligible   & negligible   & FALSE       \\\\\n",
       "\t naive        & 23.64        &  0.00        & NA           & NA           & FALSE       \\\\\n",
       "\\end{tabular}\n"
      ],
      "text/markdown": [
       "\n",
       "Method | Error_1 | Impr_1 | Cliff_delta | Hedges_g | Wilcoxon_test | \n",
       "|---|---|---|---|\n",
       "| arima_th:all | 22.49        |  4.86        | negligible   | negligible   | FALSE        | \n",
       "| ets_th:all   | 21.34        |  9.73        | negligible   | negligible   |  TRUE        | \n",
       "| ericsson     | 25.99        | -9.94        | negligible   | negligible   | FALSE        | \n",
       "| naive        | 23.64        |  0.00        | NA           | NA           | FALSE        | \n",
       "\n",
       "\n"
      ],
      "text/plain": [
       "  Method       Error_1 Impr_1 Cliff_delta Hedges_g   Wilcoxon_test\n",
       "1 arima_th:all 22.49    4.86  negligible  negligible FALSE        \n",
       "2 ets_th:all   21.34    9.73  negligible  negligible  TRUE        \n",
       "3 ericsson     25.99   -9.94  negligible  negligible FALSE        \n",
       "4 naive        23.64    0.00  NA          NA         FALSE        "
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Podzial na 2 czesci\n",
    "result_file_path = read.csv(file=\"data/eclipse/jdt/Predictions/Divided_backlog_predictions/errors_evaluation.csv\", header=TRUE, sep=\",\")\n",
    "result_file_path\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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062RdWABl4ywLNHNKfj+49OGZ4NJEuL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\nCPw3fO2oguAC+CEAAAAASUVORK5CYII=",
      "text/plain": [
       "plot without title"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Mozilla calendar\n",
    "backlog = read.csv(file=\"data/mozilla/calendar/mozilla_calendar_backlog.csv\", header=TRUE, sep=\",\")\n",
    "plot(backlog$backlog_all)\n",
    "lines(backlog$backlog_all)\n",
    "backlog_first_part = backlog %>% filter (number < 295)\n",
    "backlog_second_part = backlog %>% filter (number > 296)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
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    }
   ],
   "source": [
    "part_of_backlog_all_predictions(c(\"mozilla\", \"calendar\"), backlog_second_part)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "metadata": {},
   "outputs": [],
   "source": [
    "evaluate_divided_backlog_errors(c(\"mozilla\", \"calendar\"))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<table>\n",
       "<thead><tr><th scope=col>Method</th><th scope=col>Error_1</th><th scope=col>Impr_1</th><th scope=col>Cliff_delta</th><th scope=col>Hedges_g</th><th scope=col>Wilcoxon_test</th></tr></thead>\n",
       "<tbody>\n",
       "\t<tr><td>arima_th:all</td><td> 8.13       </td><td>18.7        </td><td>negligible  </td><td>negligible  </td><td> TRUE       </td></tr>\n",
       "\t<tr><td>ets_th:all  </td><td> 7.75       </td><td>22.5        </td><td>small       </td><td>small       </td><td> TRUE       </td></tr>\n",
       "\t<tr><td>ericsson    </td><td> 8.30       </td><td>17.0        </td><td>negligible  </td><td>negligible  </td><td> TRUE       </td></tr>\n",
       "\t<tr><td>naive       </td><td>10.00       </td><td> 0.0        </td><td>NA          </td><td>NA          </td><td>FALSE       </td></tr>\n",
       "</tbody>\n",
       "</table>\n"
      ],
      "text/latex": [
       "\\begin{tabular}{r|llllll}\n",
       " Method & Error\\_1 & Impr\\_1 & Cliff\\_delta & Hedges\\_g & Wilcoxon\\_test\\\\\n",
       "\\hline\n",
       "\t arima\\_th:all &  8.13          & 18.7           & negligible     & negligible     &  TRUE         \\\\\n",
       "\t ets\\_th:all   &  7.75          & 22.5           & small          & small          &  TRUE         \\\\\n",
       "\t ericsson     &  8.30        & 17.0         & negligible   & negligible   &  TRUE       \\\\\n",
       "\t naive        & 10.00        &  0.0         & NA           & NA           & FALSE       \\\\\n",
       "\\end{tabular}\n"
      ],
      "text/markdown": [
       "\n",
       "Method | Error_1 | Impr_1 | Cliff_delta | Hedges_g | Wilcoxon_test | \n",
       "|---|---|---|---|\n",
       "| arima_th:all |  8.13        | 18.7         | negligible   | negligible   |  TRUE        | \n",
       "| ets_th:all   |  7.75        | 22.5         | small        | small        |  TRUE        | \n",
       "| ericsson     |  8.30        | 17.0         | negligible   | negligible   |  TRUE        | \n",
       "| naive        | 10.00        |  0.0         | NA           | NA           | FALSE        | \n",
       "\n",
       "\n"
      ],
      "text/plain": [
       "  Method       Error_1 Impr_1 Cliff_delta Hedges_g   Wilcoxon_test\n",
       "1 arima_th:all  8.13   18.7   negligible  negligible  TRUE        \n",
       "2 ets_th:all    7.75   22.5   small       small       TRUE        \n",
       "3 ericsson      8.30   17.0   negligible  negligible  TRUE        \n",
       "4 naive        10.00    0.0   NA          NA         FALSE        "
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Podzial na 2 czesci\n",
    "result_file_path = read.csv(file=\"data/mozilla/calendar/Predictions/Divided_backlog_predictions/errors_evaluation.csv\", header=TRUE, sep=\",\")\n",
    "result_file_path"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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lLbz5Dlk4AEJCCBuQQuSca7owsjnJ+5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UMXyPxPeNvATm+6J6vVO61eEoUTeRp6Qx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",
      "text/plain": [
       "plot without title"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Open office calc\n",
    "backlog = read.csv(file=\"data/open_office/calc/open_office_calc_backlog.csv\", header=TRUE, sep=\",\")\n",
    "plot(backlog$backlog_all)\n",
    "lines(backlog$backlog_all)\n",
    "backlog_first_part = backlog %>% filter (number < 639)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 39,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
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     ]
    }
   ],
   "source": [
    "part_of_backlog_all_predictions(c(\"open_office\", \"calc\"), backlog_first_part)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 40,
   "metadata": {},
   "outputs": [],
   "source": [
    "evaluate_divided_backlog_errors(c(\"open_office\", \"calc\"))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 41,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<table>\n",
       "<thead><tr><th scope=col>Method</th><th scope=col>Error_1</th><th scope=col>Impr_1</th><th scope=col>Cliff_delta</th><th scope=col>Hedges_g</th><th scope=col>Wilcoxon_test</th></tr></thead>\n",
       "<tbody>\n",
       "\t<tr><td>arima_th:all</td><td> 7.72       </td><td>46.83       </td><td>medium      </td><td>medium      </td><td> TRUE       </td></tr>\n",
       "\t<tr><td>ets_th:all  </td><td> 8.48       </td><td>41.60       </td><td>medium      </td><td>medium      </td><td> TRUE       </td></tr>\n",
       "\t<tr><td>ericsson    </td><td> 9.85       </td><td>32.16       </td><td>medium      </td><td>small       </td><td> TRUE       </td></tr>\n",
       "\t<tr><td>naive       </td><td>14.52       </td><td> 0.00       </td><td>NA          </td><td>NA          </td><td>FALSE       </td></tr>\n",
       "</tbody>\n",
       "</table>\n"
      ],
      "text/latex": [
       "\\begin{tabular}{r|llllll}\n",
       " Method & Error\\_1 & Impr\\_1 & Cliff\\_delta & Hedges\\_g & Wilcoxon\\_test\\\\\n",
       "\\hline\n",
       "\t arima\\_th:all &  7.72          & 46.83          & medium         & medium         &  TRUE         \\\\\n",
       "\t ets\\_th:all   &  8.48          & 41.60          & medium         & medium         &  TRUE         \\\\\n",
       "\t ericsson     &  9.85        & 32.16        & medium       & small        &  TRUE       \\\\\n",
       "\t naive        & 14.52        &  0.00        & NA           & NA           & FALSE       \\\\\n",
       "\\end{tabular}\n"
      ],
      "text/markdown": [
       "\n",
       "Method | Error_1 | Impr_1 | Cliff_delta | Hedges_g | Wilcoxon_test | \n",
       "|---|---|---|---|\n",
       "| arima_th:all |  7.72        | 46.83        | medium       | medium       |  TRUE        | \n",
       "| ets_th:all   |  8.48        | 41.60        | medium       | medium       |  TRUE        | \n",
       "| ericsson     |  9.85        | 32.16        | medium       | small        |  TRUE        | \n",
       "| naive        | 14.52        |  0.00        | NA           | NA           | FALSE        | \n",
       "\n",
       "\n"
      ],
      "text/plain": [
       "  Method       Error_1 Impr_1 Cliff_delta Hedges_g Wilcoxon_test\n",
       "1 arima_th:all  7.72   46.83  medium      medium    TRUE        \n",
       "2 ets_th:all    8.48   41.60  medium      medium    TRUE        \n",
       "3 ericsson      9.85   32.16  medium      small     TRUE        \n",
       "4 naive        14.52    0.00  NA          NA       FALSE        "
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# Dla 1 czesci\n",
    "result_file_path = read.csv(file=\"data/open_office/calc/Predictions/Divided_backlog_predictions/errors_evaluation.csv\", header=TRUE, sep=\",\")\n",
    "result_file_path"
   ]
  }
 ],
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