1_NSMEFT_LHN.ipynb

{
 "cells": [
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## Limits on Higgs Dressed operator $-$ $\\psi^2 H^3$\n",
    "\n",
    "This notebook plots the standard parameter space of heavy neutrinos under the assumption of single flavor dominance.\n",
    "\n",
    "The data is pulled from [this spreadsheet](https://docs.google.com/spreadsheets/d/1T_EKnPEL3Ntoy1m5z4vI4KGkKtJxQCdgxmiQxSs43DY/edit?usp=sharing), and limits are drawn from digitized or shared data.\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "%load_ext autoreload\n",
    "%autoreload 2"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "metadata": {},
   "outputs": [],
   "source": [
    "from src.HNLimits.HiggsDressed import plot_tools\n",
    "from src.HNLimits.HiggsDressed import higgsdressed_tools"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## $\\dfrac{C^e_\\text{LNH}}{\\Lambda^2}$"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "metadata": {},
   "outputs": [],
   "source": [
    "case_electron = higgsdressed_tools.Limits(flavor='e', invisible=False, nature='majorana')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "No artists with labels found to put in legend.  Note that artists whose label start with an underscore are ignored when legend() is called with no argument.\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 900x375 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "kwargs = {\n",
    "        'xrange': (1e-3,1e2),\n",
    "        'yrange': (1e-13,1e-6),\n",
    "        #\n",
    "        'skip_ids': [\n",
    "                'pmns_unitarity',\n",
    "                'atlas_2019_prompt'\n",
    "                ],\n",
    "        #\n",
    "        'new_color': {      \n",
    "                'borexino': '#BAABDA',\n",
    "                'pienu_lowmass': '#E36387',\n",
    "                'triumf': '#354259', \n",
    "                'pienu_2017': '#BFB051', \n",
    "                't2k': '#FA697C', \n",
    "                'kenu': '#FFCAC8', \n",
    "                'na62': '#8DCBE6',\n",
    "                'charm': '#43919B',\n",
    "                'bebc_barouki': '#8F4068',\n",
    "                'belle': '#423F3E',\n",
    "                'delphi_long': '#98DED9', \n",
    "                'delphi_short': '#93329E',  \n",
    "                'atlas_2022': '#A799B7', \n",
    "                'cms_2022': '#FF9668', \n",
    "                'cms_2018': '#7579E7',\n",
    "                'hinv': '#4D455D', \n",
    "                },\n",
    "        #\n",
    "        'new_dash': {\n",
    "                },\n",
    "        #\n",
    "        'new_labelpos': {\n",
    "                'hinv': (1.4e-3, 5e-8),\n",
    "                'numass': (0.9e-2, 2.4e-13),\n",
    "                'pienu_lowmass': (1.4e-3, 1.8e-12),\n",
    "                'borexino': (4e-3, 1.4e-12),\n",
    "                'triumf': (26e-3, 1.8e-12),\n",
    "                'pienu_2017': (35e-3, 9e-13),\n",
    "                'na62': (124e-3, 10e-13),\n",
    "                't2k': (530e-3, 3e-12),\n",
    "                'bebc_barouki': (1,2.1e-11),\n",
    "                'charm': (2.2,1e-10),\n",
    "                'belle': (5e-1,0.8e-9),\n",
    "                'delphi_long': (0.5, 2.5e-9),\n",
    "                'atlas_2022': (4.4,5e-10),\n",
    "                'cms_2022': (14,3e-9),\n",
    "                'cms_2018': (20,7e-9),\n",
    "                'delphi_short': (40, 1.8e-8),\n",
    "                },\n",
    "        #\n",
    "        'new_rotation':{\n",
    "                'charm':90,\n",
    "                'numass': 10,\n",
    "                't2k': 90,\n",
    "                'delphi_long': -10,\n",
    "                'cms_2022': 90,\n",
    "                'na62': 90,\n",
    "        }\n",
    "        #\n",
    "}\n",
    "\n",
    "fig, ax = plot_tools.std_plot_limits(case_electron, color_fill=True, **kwargs)"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## $\\dfrac{C^\\mu_\\text{LNH}}{\\Lambda^2}$"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "metadata": {},
   "outputs": [],
   "source": [
    "case_muon = higgsdressed_tools.Limits(flavor='mu', invisible=False, nature='majorana')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "No artists with labels found to put in legend.  Note that artists whose label start with an underscore are ignored when legend() is called with no argument.\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 900x375 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "kwargs = {\n",
    "    'xrange': (1e-3,1e2),\n",
    "    'yrange': (1e-13,1e-6),\n",
    "    #\n",
    "    'skip_ids': [\n",
    "        'pmns_unitarity',\n",
    "        'cms_8tev',\n",
    "        'cms_2018_dilepton'\n",
    "    ],\n",
    "    #\n",
    "    'new_color': {     \n",
    "            'psi': '#A0C3D2', \n",
    "            'pienu_le': '#F29191',\n",
    "            'pienu_he': '#F29191',  \n",
    "            't2k_lowmass': '#381460',\n",
    "            't2k': '#FA697C', \n",
    "            'kek': '#BAABDA', \n",
    "            'na62': '#8DCBE6', \n",
    "            'nutev': '#41AEA9', \n",
    "            'bebc': '#8F4068', \n",
    "            'na3': '#8BCDCD', \n",
    "            'delphi_short': '#93329E',  \n",
    "            'atlas_2019_prompt': '#120078', \n",
    "            'atlas_2022': '#A799B7', \n",
    "            'cms_2022': '#FF9668', \n",
    "            'cms_2018_trilepton': '#7579E7',\n",
    "            'hinv': '#4D455D',\n",
    "            'e949': '#F1C93B'\n",
    "    },\n",
    "    #\n",
    "    'new_dash': {\n",
    "    },\n",
    "    #\n",
    "        'new_labelpos': {\n",
    "                'hinv': (1.4e-3, 5e-8),\n",
    "                'pienu_le': (3e-2, 0.9e-21),\n",
    "                'pienu_he': (2e-2, 2.8e-12),\n",
    "                't2k_lowmass': (4e-2, 3e-11),\n",
    "                't2k': (3e-1, 1.1e-12),\n",
    "                'na62': (4.1e-1, 2.4e-12),\n",
    "                'nutev': (9e-1,3.2e-11),\n",
    "                'na3': (1.2,7.4e-10),\n",
    "                'bebc': (0.4,8e-11),\n",
    "                'kek': (0.11,1.4e-11),\n",
    "                'atlas_2022': (12,6e-10),\n",
    "                'cms_2022': (4,4.2e-10),\n",
    "                'atlas_2019_prompt': (28,12e-9),\n",
    "                'delphi_short': (16, 5e-9),\n",
    "                'cms_2018_trilepton': (60,3e-8),\n",
    "                'e949': (0.14,1e-12)\n",
    "                },\n",
    "    #\n",
    "        'new_rotation':{\n",
    "                'charm':90,\n",
    "                'bebc': -10,\n",
    "                'na62': 90,\n",
    "                #'e949': -20\n",
    "                        }\n",
    "    #\n",
    "}\n",
    "\n",
    "fig, ax = plot_tools.std_plot_limits(case_muon, color_fill=True, **kwargs)"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## $\\dfrac{C^{\\tau}_{LNH}}{\\Lambda^2}$"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "metadata": {},
   "outputs": [],
   "source": [
    "case_tau = higgsdressed_tools.Limits(flavor='tau', invisible=False, nature='majorana')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "No artists with labels found to put in legend.  Note that artists whose label start with an underscore are ignored when legend() is called with no argument.\n"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 900x375 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "kwargs = {\n",
    "    'xrange': (1e-3,1e2),\n",
    "    'yrange': (1e-13,1e-6),\n",
    "    #\n",
    "    'skip_ids': [\n",
    "        'pmns_unitarity'\n",
    "                ],\n",
    "    #\n",
    "    'new_color': {\n",
    "        'borexino_plestid': '#BAABDA', \n",
    "        'charm': '#ECA0B6', \n",
    "        'charm_2021': '#43919B', \n",
    "        'bebc_barouki': '#8F4068',\n",
    "        'delphi_long': '#98DED9', \n",
    "        'delphi_short': '#93329E',  \n",
    "        'cosmo': 'gray',\n",
    "        'babar_2022': '#423F3E',  \n",
    "        'argoneut': '#F6F6D9', \n",
    "        'atmospheric': '#7149C6', \n",
    "        'hinv': '#4D455D', \n",
    "    }\n",
    "    ,\n",
    "    #\n",
    "    'new_dash': {\n",
    "    },\n",
    "    #\n",
    "    'new_labelpos': {\n",
    "        'borexino_plestid': (6e-3, 1.6e-10),\n",
    "        'charm': (30e-3, 3e-10),\n",
    "        't2k': (2e-1, 5.4e-11),\n",
    "        'charm_2021': (4e-1, 1.2e-10),\n",
    "        'bebc_barouki': (1.2,1.4e-10),\n",
    "        'delphi_long': (2,1.3e-9),\n",
    "        'delphi_short': (10,3.4e-9),\n",
    "        'pmns_unitarity': (3,2e-8),\n",
    "        'hinv': (1.2e-3, 5e-8),\n",
    "        'atmospheric': (1.2e-3,4e-11),\n",
    "        'babar_2022': (1.36,6.4e-10),\n",
    "        'argoneut': (2.4e-1,2.8e-9)\n",
    "    },\n",
    "    #\n",
    "    \"new_rotation\": {\n",
    "        'charm': -7,\n",
    "        'delphi_short': 16,\n",
    "        'atmospheric': 16,\n",
    "        'babar_2022': 90,\n",
    "        'argoneut': -32\n",
    "    }\n",
    "}\n",
    "\n",
    "fig, ax = plot_tools.std_plot_limits(case_tau, color_fill=True, **kwargs)"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Generating the Latex files"
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      "      'hd_plots.bib'\n",
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      "      'hd_plots.bbl'\n",
      "------------\n",
      "Run number 1 of rule 'bibtex hd_plots'\n",
      "------------\n",
      "------------\n",
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      "------------\n",
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      "      '/Users/sissa/Documents/GitHub/Heavy-Neutrino-Limits/tex_files/hd_plots.tex'\n",
      "      'hd_plots.aux'\n",
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      "line 36.\n",
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      "line 36.\n",
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      "                   \\mathchoice \n",
      "l.36 ...c}, PMNS Unitarity~\\cite{Workinprogress}.}\n",
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      "t line 36.\n",
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      " line 36.\n",
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      " line 36.\n",
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      "ine 36.\n",
      "\n",
      "\n",
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      " line 36.\n",
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      "t line 36.\n",
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      "ine 36.\n",
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      "line 36.\n",
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      "line 36.\n",
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      "line 36.\n",
      "\n",
      "\n",
      "LaTeX Warning: `!h' float specifier changed to `!ht'.\n",
      "\n",
      "(./hd_plots.bbl\n",
      "\n",
      "LaTeX Warning: Reference `LastBibItem' on page 1 undefined on input line 9.\n",
      "\n",
      "[1{/usr/local/texlive/2017/texmf-var/fonts/map/pdftex/updmap/pdftex.map} </User\n",
      "s/sissa/Documents/GitHub/Heavy-Neutrino-Limits/plots/higgs_dressed/HiggsDressed\n",
      "_e_majorana.pdf> </Users/sissa/Documents/GitHub/Heavy-Neutrino-Limits/plots/hig\n",
      "gs_dressed/HiggsDressed_mu_majorana.pdf>])\n",
      "\n",
      "Package natbib Warning: There were undefined citations.\n",
      "\n",
      "\n",
      "AED: lastpage setting LastPage\n",
      "[2 </Users/sissa/Documents/GitHub/Heavy-Neutrino-Limits/plots/higgs_dressed/Hig\n",
      "gsDressed_tau_majorana.pdf>] (./hd_plots.aux\n",
      "\n",
      "Package natbib Warning: Citation(s) may have changed.\n",
      "(natbib)                Rerun to get citations correct.\n",
      "\n",
      ")\n",
      "\n",
      "LaTeX Warning: There were undefined references.\n",
      "\n",
      "\n",
      "LaTeX Warning: Label(s) may have changed. Rerun to get cross-references right .\n",
      "\n",
      "\n",
      " )\n",
      "(see the transcript file for additional information){/usr/local/texlive/2017/te\n",
      "xmf-dist/fonts/enc/dvips/lm/lm-ec.enc}{/usr/local/texlive/2017/texmf-dist/fonts\n",
      "/enc/dvips/lm/lm-mathsy.enc}{/usr/local/texlive/2017/texmf-dist/fonts/enc/dvips\n",
      "/lm/lm-rm.enc}{/usr/local/texlive/2017/texmf-dist/fonts/enc/dvips/lm/lm-mathit.\n",
      "enc}</usr/local/texlive/2017/texmf-dist/fonts/type1/public/lm/lmbx9.pfb></usr/l\n",
      "ocal/texlive/2017/texmf-dist/fonts/type1/public/lm/lmmi6.pfb></usr/local/texliv\n",
      "e/2017/texmf-dist/fonts/type1/public/lm/lmmi9.pfb></usr/local/texlive/2017/texm\n",
      "f-dist/fonts/type1/public/lm/lmr10.pfb></usr/local/texlive/2017/texmf-dist/font\n",
      "s/type1/public/lm/lmr5.pfb></usr/local/texlive/2017/texmf-dist/fonts/type1/publ\n",
      "ic/lm/lmr6.pfb></usr/local/texlive/2017/texmf-dist/fonts/type1/public/lm/lmr9.p\n",
      "fb></usr/local/texlive/2017/texmf-dist/fonts/type1/public/lm/lmri9.pfb></usr/lo\n",
      "cal/texlive/2017/texmf-dist/fonts/type1/public/lm/lmsy5.pfb></usr/local/texlive\n",
      "/2017/texmf-dist/fonts/type1/public/lm/lmsy9.pfb>\n",
      "Output written on hd_plots.pdf (2 pages, 1078189 bytes).\n",
      "Transcript written on hd_plots.log.\n",
      "Latexmk: References changed.\n",
      "Latexmk: References changed.\n",
      "Latexmk: References changed.\n",
      "Latexmk: Log file says output to 'hd_plots.pdf'\n",
      "Latexmk: List of undefined refs and citations:\n",
      "  Citation `ATLAS:2019kpx' on page 1 undefined on input line 18\n",
      "  Citation `ATLAS:2019kpx' on page 1 undefined on input line 27\n",
      "  Citation `ATLAS:2022atq' on page 1 undefined on input line 18\n",
      "  Citation `ATLAS:2022atq' on page 1 undefined on input line 27\n",
      "  Citation `ArgoNeuT:2021clc' on page 1 undefined on input line 36\n",
      "  Citation `Arguelles:2021dqn' on page 1 undefined on input line 27\n",
      "  Citation `BaBar:2022cqj' on page 1 undefined on input line 36\n",
      "  Citation `Barouki:2022bkt' on page 1 undefined on input line 18\n",
      "  Citation `Barouki:2022bkt' on page 1 undefined on input line 36\n",
      "  Citation `Belle:2013ytx' on page 1 undefined on input line 18\n",
      "  Citation `Boiarska:2021yho' on page 1 undefined on input line 36\n",
      "  Citation `Borexino:2013bot' on page 1 undefined on input line 18\n",
      "  Citation `Britton:1992xv' on page 1 undefined on input line 18\n",
      "  Citation `Bryman:2019bjg' on page 1 undefined on input line 18\n",
      "  Citation `Bryman:2019bjg' on page 1 undefined on input line 27\n",
      "  Citation `CHARM:1985nku' on page 1 undefined on input line 18\n",
      "  Citation `CMS:2016aro' on page 1 undefined on input line 27\n",
      "  Citation `CMS:2018iaf' on page 1 undefined on input line 18\n",
      "  Citation `CMS:2018iaf' on page 1 undefined on input line 27\n",
      "  Citation `CMS:2018jxx' on page 1 undefined on input line 27\n",
      "  Citation `CMS:2022fut' on page 1 undefined on input line 18\n",
      "  Citation `CMS:2022fut' on page 1 undefined on input line 27\n",
      "  Citation `DELPHI:1996qcc' on page 1 undefined on input line 18\n",
      "  Citation `DELPHI:1996qcc' on page 1 undefined on input line 27\n",
      "  Citation `DELPHI:1996qcc' on page 1 undefined on input line 36\n",
      "  Citation `Daum:1987bg' on page 1 undefined on input line 27\n",
      "  Citation `Dentler:2018sju' on page 1 undefined on input line 36\n",
      "  Citation `NA3:1986ahv' on page 1 undefined on input line 27\n",
      "  Citation `NA62:2020mcv' on page 1 undefined on input line 18\n",
      "  Citation `NA62:2021bji' on page 1 undefined on input line 27\n",
      "  Citation `NuTeV:1999kej' on page 1 undefined on input line 27\n",
      "  Citation `Orloff:2002de' on page 1 undefined on input line 36\n",
      "  Citation `PIENU:2017wbj' on page 1 undefined on input line 18\n",
      "  Citation `PIENU:2019usb' on page 1 undefined on input line 27\n",
      "  Citation `ParticleDataGroup:2022pth' on page 1 undefined on input line 18\n",
      "  Citation `ParticleDataGroup:2022pth' on page 1 undefined on input line 27\n",
      "  Citation `ParticleDataGroup:2022pth' on page 1 undefined on input line 36\n",
      "  Citation `Plestid:2020ssy' on page 1 undefined on input line 36\n",
      "  Citation `T2K:2019jwa' on page 1 undefined on input line 18\n",
      "  Citation `T2K:2019jwa' on page 1 undefined on input line 27\n",
      "  Citation `WA66:1985mfx' on page 1 undefined on input line 27\n",
      "  Citation `Workinprogress' on page 1 undefined on input line 18\n",
      "  Citation `Workinprogress' on page 1 undefined on input line 27\n",
      "  Citation `Workinprogress' on page 1 undefined on input line 36\n",
      "  Reference `LastBibItem' on page 1 undefined on input line 9\n",
      "=== TeX engine is 'pdfTeX'\n",
      "Latexmk: Found bibliography file(s) [hd_plots.bib hd_plotsNotes.bib]\n",
      "Latexmk: Summary of warnings:\n",
      "  Latex failed to resolve 1 reference(s)\n",
      "  Latex failed to resolve 96 citation(s)\n",
      "Collected error summary (may duplicate other messages):\n",
      "  pdflatex: Command for 'pdflatex' gave return code 1\n",
      "      Refer to 'hd_plots.log' for details\n",
      "Latexmk: Use the -f option to force complete processing,\n",
      " unless error was exceeding maximum runs of latex/pdflatex.\n",
      "Latexmk: Errors, so I did not complete making targets\n",
      "\n"
     ]
    },
    {
     "ename": "CalledProcessError",
     "evalue": "Command '['latexmk', '--pdf', '--interaction=nonstopmode', '/Users/sissa/Documents/GitHub/Heavy-Neutrino-Limits/tex_files/hd_plots.tex']' returned non-zero exit status 12.",
     "output_type": "error",
     "traceback": [
      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
      "\u001b[0;31mCalledProcessError\u001b[0m                        Traceback (most recent call last)",
      "Cell \u001b[0;32mIn[12], line 2\u001b[0m\n\u001b[1;32m      1\u001b[0m \u001b[39mfrom\u001b[39;00m \u001b[39msrc\u001b[39;00m\u001b[39m.\u001b[39;00m\u001b[39mHNLimits\u001b[39;00m\u001b[39m.\u001b[39;00m\u001b[39mHiggsDressed\u001b[39;00m \u001b[39mimport\u001b[39;00m tex_tools \u001b[39mas\u001b[39;00m tex\n\u001b[0;32m----> 2\u001b[0m tex\u001b[39m.\u001b[39;49mcreate_latex_doc(cases\u001b[39m=\u001b[39;49m[case_electron,case_muon,case_tau])\n",
      "File \u001b[0;32m~/Documents/GitHub/Heavy-Neutrino-Limits/src/HNLimits/HiggsDressed/tex_tools.py:47\u001b[0m, in \u001b[0;36mcreate_latex_doc\u001b[0;34m(cases, TEX_PATH)\u001b[0m\n\u001b[1;32m     44\u001b[0m doc\u001b[39m.\u001b[39mappend(pylatex\u001b[39m.\u001b[39mCommand(\u001b[39m'\u001b[39m\u001b[39mbibliographystyle\u001b[39m\u001b[39m'\u001b[39m, arguments\u001b[39m=\u001b[39mNoEscape(\u001b[39mr\u001b[39m\u001b[39m'\u001b[39m\u001b[39mapsrev4-1\u001b[39m\u001b[39m'\u001b[39m)))\n\u001b[1;32m     45\u001b[0m doc\u001b[39m.\u001b[39mappend(pylatex\u001b[39m.\u001b[39mCommand(\u001b[39m'\u001b[39m\u001b[39mbibliography\u001b[39m\u001b[39m'\u001b[39m, arguments\u001b[39m=\u001b[39mNoEscape(\u001b[39mr\u001b[39m\u001b[39m'\u001b[39m\u001b[39mhiggsdressed_plots\u001b[39m\u001b[39m'\u001b[39m)))\n\u001b[0;32m---> 47\u001b[0m doc\u001b[39m.\u001b[39;49mgenerate_pdf(clean_tex\u001b[39m=\u001b[39;49m\u001b[39mTrue\u001b[39;49;00m)\n\u001b[1;32m     48\u001b[0m doc\u001b[39m.\u001b[39mgenerate_tex()\n",
      "File \u001b[0;32m~/y/envs/josu/lib/python3.9/site-packages/pylatex/document.py:250\u001b[0m, in \u001b[0;36mDocument.generate_pdf\u001b[0;34m(self, filepath, clean, clean_tex, compiler, compiler_args, silent)\u001b[0m\n\u001b[1;32m    247\u001b[0m command \u001b[39m=\u001b[39m [compiler] \u001b[39m+\u001b[39m arguments \u001b[39m+\u001b[39m compiler_args \u001b[39m+\u001b[39m main_arguments\n\u001b[1;32m    249\u001b[0m \u001b[39mtry\u001b[39;00m:\n\u001b[0;32m--> 250\u001b[0m     output \u001b[39m=\u001b[39m subprocess\u001b[39m.\u001b[39;49mcheck_output(command,\n\u001b[1;32m    251\u001b[0m                                      stderr\u001b[39m=\u001b[39;49msubprocess\u001b[39m.\u001b[39;49mSTDOUT,\n\u001b[1;32m    252\u001b[0m                                      \u001b[39m*\u001b[39;49m\u001b[39m*\u001b[39;49mcheck_output_kwargs)\n\u001b[1;32m    253\u001b[0m \u001b[39mexcept\u001b[39;00m (\u001b[39mOSError\u001b[39;00m, \u001b[39mIOError\u001b[39;00m) \u001b[39mas\u001b[39;00m e:\n\u001b[1;32m    254\u001b[0m     \u001b[39m# Use FileNotFoundError when python 2 is dropped\u001b[39;00m\n\u001b[1;32m    255\u001b[0m     os_error \u001b[39m=\u001b[39m e\n",
      "File \u001b[0;32m~/y/envs/josu/lib/python3.9/subprocess.py:424\u001b[0m, in \u001b[0;36mcheck_output\u001b[0;34m(timeout, *popenargs, **kwargs)\u001b[0m\n\u001b[1;32m    421\u001b[0m         empty \u001b[39m=\u001b[39m \u001b[39mb\u001b[39m\u001b[39m'\u001b[39m\u001b[39m'\u001b[39m\n\u001b[1;32m    422\u001b[0m     kwargs[\u001b[39m'\u001b[39m\u001b[39minput\u001b[39m\u001b[39m'\u001b[39m] \u001b[39m=\u001b[39m empty\n\u001b[0;32m--> 424\u001b[0m \u001b[39mreturn\u001b[39;00m run(\u001b[39m*\u001b[39;49mpopenargs, stdout\u001b[39m=\u001b[39;49mPIPE, timeout\u001b[39m=\u001b[39;49mtimeout, check\u001b[39m=\u001b[39;49m\u001b[39mTrue\u001b[39;49;00m,\n\u001b[1;32m    425\u001b[0m            \u001b[39m*\u001b[39;49m\u001b[39m*\u001b[39;49mkwargs)\u001b[39m.\u001b[39mstdout\n",
      "File \u001b[0;32m~/y/envs/josu/lib/python3.9/subprocess.py:528\u001b[0m, in \u001b[0;36mrun\u001b[0;34m(input, capture_output, timeout, check, *popenargs, **kwargs)\u001b[0m\n\u001b[1;32m    526\u001b[0m     retcode \u001b[39m=\u001b[39m process\u001b[39m.\u001b[39mpoll()\n\u001b[1;32m    527\u001b[0m     \u001b[39mif\u001b[39;00m check \u001b[39mand\u001b[39;00m retcode:\n\u001b[0;32m--> 528\u001b[0m         \u001b[39mraise\u001b[39;00m CalledProcessError(retcode, process\u001b[39m.\u001b[39margs,\n\u001b[1;32m    529\u001b[0m                                  output\u001b[39m=\u001b[39mstdout, stderr\u001b[39m=\u001b[39mstderr)\n\u001b[1;32m    530\u001b[0m \u001b[39mreturn\u001b[39;00m CompletedProcess(process\u001b[39m.\u001b[39margs, retcode, stdout, stderr)\n",
      "\u001b[0;31mCalledProcessError\u001b[0m: Command '['latexmk', '--pdf', '--interaction=nonstopmode', '/Users/sissa/Documents/GitHub/Heavy-Neutrino-Limits/tex_files/hd_plots.tex']' returned non-zero exit status 12."
     ]
    }
   ],
   "source": [
    "from src.HNLimits.HiggsDressed import tex_tools as tex\n",
    "tex.create_latex_doc(cases=[case_electron,case_muon,case_tau])"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
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