{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "---\n", "title: 'Breaching 1.5°C: Give me the odds'\n", "subtitle: 'A companion notebook'\n", "author:\n", " - name: J. Eduardo Vera-Valdés\n", " email: eduardo@math.aau.dk\n", " url: 'https://everval.github.io'\n", " affiliations:\n", " - name: Aalborg University\n", " department: Department of Mathematical Sciences\n", " country: Denmark\n", " orcid: 0000-0002-0337-8055\n", " corresponding: true\n", " - name: Olivia Kvist\n", " email: omtk@math.aau.dk\n", " affiliations:\n", " - name: Aalborg University\n", " department: Department of Mathematical Sciences\n", " country: Denmark\n", "abstract: |\n", " This is a companion notebook to the article \"Breaching 1.5°C: Give me the odds\" by J. Eduardo Vera-Valdés and Olivia Kvist. It contains the code for the additional exercise considering the GISTEMP dataset. The code is written in Julia and it is organized into sections follow those of the replication notebook.\n", "format:\n", " html:\n", " mainfont: Georgia, serif\n", " html-math-method: katex\n", " theme: litera\n", " code-fold: true\n", " title-block-banner: \"#eef7ee\"\n", "# typst:\n", "# mainfont: Computer Modern\n", "# fontsize: 12pt\n", "# papersize: a4\n", "execute:\n", " enabled: true\n", " cache: true\n", " freeze: auto\n", "engine: julia\n", "#jupyter: julia-1.11\n", "bibliography: library.bib\n", "---" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 0. Load Packages" ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [ { "name": "stderr", "output_type": "stream", "text": [ "\u001b[32m\u001b[1m Activating\u001b[22m\u001b[39m " ] }, { "name": "stderr", "output_type": "stream", "text": [ "project at `~/Library/CloudStorage/OneDrive-AalborgUniversitet/Research/CLIMATE/Paris Goal/Odds-of-breaching-1.5C`\n" ] } ], "source": [ "#| label: load-packages\n", "#| echo: false\n", "#| output: false\n", "#| warning: false\n", "#| include: false\n", "\n", "using Pkg\n", "Pkg.activate(pwd())\n", "using Plots, Dates, CSV, DataFrames, LongMemory, Statistics, MarSwitching, Random\n", "include(\"TrendEstimators.jl\")\n", "using .TrendEstimators\n", "\n", "Random.seed!(123456)\n", "theme(:ggplot2)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 1. Load Data\n", "\n", "### 1.1 Temperature" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
5×2 DataFrame
RowDatesTemperature
DateFloat64
11880-01-01-0.2
21880-02-01-0.26
31880-03-01-0.09
41880-04-01-0.17
51880-05-01-0.1
" ], "text/latex": [ "\\begin{tabular}{r|cc}\n", "\t& Dates & Temperature\\\\\n", "\t\\hline\n", "\t& Date & Float64\\\\\n", "\t\\hline\n", "\t1 & 1880-01-01 & -0.2 \\\\\n", "\t2 & 1880-02-01 & -0.26 \\\\\n", "\t3 & 1880-03-01 & -0.09 \\\\\n", "\t4 & 1880-04-01 & -0.17 \\\\\n", "\t5 & 1880-05-01 & -0.1 \\\\\n", "\\end{tabular}\n" ], "text/plain": [ "\u001b[1m5×2 DataFrame\u001b[0m\n", "\u001b[1m Row \u001b[0m│\u001b[1m Dates \u001b[0m\u001b[1m Temperature \u001b[0m\n", " │\u001b[90m Date \u001b[0m\u001b[90m Float64 \u001b[0m\n", "─────┼─────────────────────────\n", " 1 │ 1880-01-01 -0.2\n", " 2 │ 1880-02-01 -0.26\n", " 3 │ 1880-03-01 -0.09\n", " 4 │ 1880-04-01 -0.17\n", " 5 │ 1880-05-01 -0.1" ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" } ], "source": [ "widetemp = CSV.read(\"data/GLB.Ts+dSST.csv\", DataFrame)\n", "rawtemp = TrendEstimators.longseries(widetemp)\n", "T = size(rawtemp, 1);\n", "dates = collect(Date(1880, 1, 1):Month(1):(Date(1880, 1, 1)+Dates.Month(T - 1)));\n", "rawtemp = DataFrame(\"Dates\" => dates, \"Temperature\" => rawtemp[:]);\n", "first(rawtemp, 5)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### 1.2 El Niño\n", "\n", "Loading the data and removing the missing values. They appear only at the beginning of the time series." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "The data has been neatly collected by https://bmcnoldy.earth.miami.edu/tropics/oni/" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
5×7 DataFrame
RowYEARMON/MMMNINO34_MEANNINO34_CLIMNINO34_ANOMONIPHASE
Int64Int64Float64Float64Float64Float64String1
11871225.5926.03-0.45-0.26N
21871326.6626.550.110.08N
31871427.5726.990.580.31N
41871527.427.160.240.36N
51871627.1726.930.240.26N
" ], "text/latex": [ "\\begin{tabular}{r|ccccccc}\n", "\t& YEAR & MON/MMM & NINO34\\_MEAN & NINO34\\_CLIM & NINO34\\_ANOM & ONI & PHASE\\\\\n", "\t\\hline\n", "\t& Int64 & Int64 & Float64 & Float64 & Float64 & Float64 & String1\\\\\n", "\t\\hline\n", "\t1 & 1871 & 2 & 25.59 & 26.03 & -0.45 & -0.26 & N \\\\\n", "\t2 & 1871 & 3 & 26.66 & 26.55 & 0.11 & 0.08 & N \\\\\n", "\t3 & 1871 & 4 & 27.57 & 26.99 & 0.58 & 0.31 & N \\\\\n", "\t4 & 1871 & 5 & 27.4 & 27.16 & 0.24 & 0.36 & N \\\\\n", "\t5 & 1871 & 6 & 27.17 & 26.93 & 0.24 & 0.26 & N \\\\\n", "\\end{tabular}\n" ], "text/plain": [ "\u001b[1m5×7 DataFrame\u001b[0m\n", "\u001b[1m Row \u001b[0m│\u001b[1m YEAR \u001b[0m\u001b[1m MON/MMM \u001b[0m\u001b[1m NINO34_MEAN \u001b[0m\u001b[1m NINO34_CLIM \u001b[0m\u001b[1m NINO34_ANOM \u001b[0m\u001b[1m ONI \u001b[0m\u001b[1m PHASE \u001b[0m ⋯\n", " │\u001b[90m Int64 \u001b[0m\u001b[90m Int64 \u001b[0m\u001b[90m Float64 \u001b[0m\u001b[90m Float64 \u001b[0m\u001b[90m Float64 \u001b[0m\u001b[90m Float64 \u001b[0m\u001b[90m String1\u001b[0m ⋯\n", "─────┼──────────────────────────────────────────────────────────────────────────\n", " 1 │ 1871 2 25.59 26.03 -0.45 -0.26 N ⋯\n", " 2 │ 1871 3 26.66 26.55 0.11 0.08 N\n", " 3 │ 1871 4 27.57 26.99 0.58 0.31 N\n", " 4 │ 1871 5 27.4 27.16 0.24 0.36 N\n", " 5 │ 1871 6 27.17 26.93 0.24 0.26 N ⋯" ] }, "execution_count": 4, "metadata": {}, "output_type": "execute_result" } ], "source": [ "rawnino = CSV.read(\"data/Nino_1854_2024.csv\", DataFrame)\n", "delete!(rawnino, rawnino.ONI .== -99.99)\n", "first(rawnino, 5)" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "3-element Vector{Date}:\n", " 1871-02-01\n", " 1871-03-01\n", " 1871-04-01" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "date_nino = Date.(rawnino[!, 1], rawnino[!, 2])\n", "rawnino.Dates = date_nino\n", "first(date_nino, 3)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### 1.3 Merging Data\n", "\n", "Matching to first non-missing value of El Niño" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
5×3 DataFrame
RowDatesONITemp
DateFloat64Float64
12024-05-010.41.16
22024-06-010.151.24
32024-07-010.041.2
42024-08-01-0.111.3
52024-09-01-0.221.23
" ], "text/latex": [ "\\begin{tabular}{r|ccc}\n", "\t& Dates & ONI & Temp\\\\\n", "\t\\hline\n", "\t& Date & Float64 & Float64\\\\\n", "\t\\hline\n", "\t1 & 2024-05-01 & 0.4 & 1.16 \\\\\n", "\t2 & 2024-06-01 & 0.15 & 1.24 \\\\\n", "\t3 & 2024-07-01 & 0.04 & 1.2 \\\\\n", "\t4 & 2024-08-01 & -0.11 & 1.3 \\\\\n", "\t5 & 2024-09-01 & -0.22 & 1.23 \\\\\n", "\\end{tabular}\n" ], "text/plain": [ "\u001b[1m5×3 DataFrame\u001b[0m\n", "\u001b[1m Row \u001b[0m│\u001b[1m Dates \u001b[0m\u001b[1m ONI \u001b[0m\u001b[1m Temp \u001b[0m\n", " │\u001b[90m Date \u001b[0m\u001b[90m Float64 \u001b[0m\u001b[90m Float64 \u001b[0m\n", "─────┼──────────────────────────────\n", " 1 │ 2024-05-01 0.4 1.16\n", " 2 │ 2024-06-01 0.15 1.24\n", " 3 │ 2024-07-01 0.04 1.2\n", " 4 │ 2024-08-01 -0.11 1.3\n", " 5 │ 2024-09-01 -0.22 1.23" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" } ], "source": [ "tempnino = rawnino[rawnino.Dates.>=rawtemp.Dates[1], [:Dates, :ONI]]\n", "tempnino[!, :Temp] = rawtemp.Temperature\n", "T = length(tempnino.Dates)\n", "last(tempnino, 5)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### 1.4 Rebaseline to pre-industrial levels (1850-1900)" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [], "source": [ "newbaseline = mean(tempnino[(tempnino.Dates.>Date(1850, 1, 1)).&(tempnino.Dates.\n", "\n", "\n", " \n", " \n", " \n", "\n", "\n", "\n", " \n", " \n", " \n", "\n", "\n", "\n", " \n", " \n", " \n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n" ], "text/html": [ "\n", "\n", "\n", " \n", " \n", " \n", "\n", "\n", "\n", " \n", " \n", " \n", "\n", "\n", "\n", " \n", " \n", " \n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n" ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" } ], "source": [ "#| label: fig-temp-baselinesgistemp\n", "#| fig-cap: \"Temperature Anomalies (°C) [GISTEMP; @GISTEMPTeam2020]\"\n", "\n", "theme(:ggplot2)\n", "plot(tempnino.Dates, [rawtemp.Temperature tempnino.Temp], label=[\"Baseline 1951-1980\" \"Baseline 1870-1900 (Pre-industrial)\"], xlabel=\"\", ylabel=\"\", title = \"\", linewidth=[1 1.1], linestyle=[:dash :dot], xticks=(tempnino.Dates[1:240:end], Dates.format.(tempnino.Dates[1:240:end], \"Y\")), xlims=(Date(1880, 1, 1), Date(2021, 1, 1)))\n", "plot!(size=(700, 400), fontfamily=\"Computer Modern\", legendfontsize=12, tickfontsize=12, titlefontfamily=\"Computer Modern\", legendfontfamily=\"Computer Modern\", tickfontfamily=\"Computer Modern\", ylabelfontsize=12, xlabelfontsize=14, titlefontsize=16, xlabel=\"\", ylabel=\"\")\n" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "1.48" ] }, "execution_count": 9, "metadata": {}, "output_type": "execute_result" } ], "source": [ "maximum(rawtemp.Temperature)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 2. First Look at the Data" ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "data": { "image/png": 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Temperature Anomalies [GISTEMP; @GISTEMPTeam2020]'\n", "plot(tempnino.Dates, [tempnino.Temp tempnino.ONI], label=[\"Temperature Anomalies (°C)\" \"El Niño\"], xlabel=\"Date (Monthly)\", ylabel=\"\", legend=:topleft)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 3. Markov Switching Model\n", "\n", "Two specifications are considered: one with 3 regimes (El Niño, La Niña, and Neutral) and one with 7 regimes (Very Strong El Niño, Strong El Niño, Moderate El Niño, Neutral, Moderate La Niña, Strong La Niña, and Very Strong La Niña)." ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Markov Switching Model with 3 regimes\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "=================================================================\n", "# of observations: 1737 AIC: 2245.764\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "# of estimated parameters: 12 BIC: 2311.283\n", "Error distribution: Gaussian Instant. adj. R^2: 0.7192\n", "Loglikelihood: -1110.9 Step-ahead adj. R^2: 0.6079\n", "-----------------------------------------------------------------\n", "------------------------------\n", "Summary of regime 1: \n", "------------------------------\n", "Coefficient | Estimate | Std. Error | z value | Pr(>|z|) \n", "-------------------------------------------------------------------\n", "β_0 | 1.146 | 0.036 | 31.954 | < 1e-3 \n", "σ | 0.487 | 0.013 | 37.037 | < 1e-3 \n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "-------------------------------------------------------------------\n", "Expected regime duration: 10.00 periods\n", "-------------------------------------------------------------------\n", "------------------------------\n", "Summary of regime 2: \n", "------------------------------\n", "Coefficient | Estimate | Std. Error | z value | Pr(>|z|) \n", "-------------------------------------------------------------------\n", "β_0 | -0.792 | 0.023 | -34.854 | < 1e-3 \n", "σ | 0.408 | 0.009 | 43.253 | < 1e-3 \n", "-------------------------------------------------------------------\n", "Expected regime duration: 15.72 periods\n", "-------------------------------------------------------------------\n", "------------------------------\n", "Summary of regime 3: \n", "------------------------------\n", "Coefficient | Estimate | Std. Error | z value | Pr(>|z|) \n", "-------------------------------------------------------------------\n", "β_0 | 0.148 | 0.024 | 6.147 | < 1e-3 \n", "σ | 0.275 | 0.011 | 25.055 | < 1e-3 \n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "-------------------------------------------------------------------\n", "Expected regime duration: 8.03 periods\n", "-------------------------------------------------------------------\n", "left-stochastic transition matrix: \n", " | regime 1 | regime 2 | regime 3\n", "----------------------------------------------------\n", " regime 1 | 90.002% | 0.0% | 5.942% |\n", " regime 2 | 0.0% | 93.638% | 6.516% |\n", " regime 3 | 9.998% | 6.362% | 87.542% |\n" ] } ], "source": [ "nino_model3 = MSModel(tempnino[!, :ONI], 3);\n", "summary_msm(nino_model3);" ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "Markov Switching Model with 7 regimes\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "=================================================================\n", "# of observations: 1737 AIC: 725.273\n", "# of estimated parameters: 56 BIC: 1031.029\n", "Error distribution: Gaussian Instant. adj. R^2: 0.9131\n", "Loglikelihood: -306.6 Step-ahead adj. R^2: 0.8233\n", "-----------------------------------------------------------------\n", "------------------------------\n", "Summary of regime 1: \n", "------------------------------\n", "Coefficient | Estimate | Std. Error | z value | Pr(>|z|) \n", "-------------------------------------------------------------------\n", "β_0 | -0.015 | 0.009 | -1.625 | 0.104 \n", "σ | 0.099 | 0.013 | 7.679 | < 1e-3 \n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "-------------------------------------------------------------------\n", "Expected regime duration: 2.19 periods\n", "-------------------------------------------------------------------\n", "------------------------------\n", "Summary of regime 2: \n", "------------------------------\n", "Coefficient | Estimate | Std. Error | z value | Pr(>|z|) \n", "-------------------------------------------------------------------\n", "β_0 | -1.282 | 0.027 | -48.158 | < 1e-3 \n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "σ | 0.283 | 0.009 | 30.554 | < 1e-3 \n", "-------------------------------------------------------------------\n", "Expected regime duration: 7.08 periods\n", "-------------------------------------------------------------------\n", "------------------------------\n", "Summary of regime 3: \n", "------------------------------\n", "Coefficient | Estimate | Std. Error | z value | Pr(>|z|) \n", "-------------------------------------------------------------------\n", "β_0 | 1.433 | 0.042 | 34.476 | < 1e-3 \n", "σ | 0.414 | 0.011 | 36.377 | < 1e-3 \n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "-------------------------------------------------------------------\n", "Expected regime duration: 7.69 periods\n", "-------------------------------------------------------------------\n", "------------------------------\n", "Summary of regime 4: \n", "------------------------------\n", "Coefficient | Estimate | Std. Error | z value | Pr(>|z|) \n", "-------------------------------------------------------------------\n", "β_0 | 0.308 | 0.016 | 18.945 | < 1e-3 \n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "σ | 0.105 | 0.016 | 6.58 | < 1e-3 \n", "-------------------------------------------------------------------\n", "Expected regime duration: 2.66 periods\n", "-------------------------------------------------------------------\n", "------------------------------\n", "Summary of regime 5: \n", "------------------------------\n", "Coefficient | Estimate | Std. Error | z value | Pr(>|z|) \n", "-------------------------------------------------------------------\n", "β_0 | -0.728 | 0.041 | -17.749 | < 1e-3 \n", "σ | 0.135 | 0.015 | 8.99 | < 1e-3 \n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "-------------------------------------------------------------------\n", "Expected regime duration: 3.23 periods\n", "-------------------------------------------------------------------\n", "------------------------------\n", "Summary of regime 6: \n", "------------------------------\n", "Coefficient | Estimate | Std. Error | z value | Pr(>|z|) \n", "-------------------------------------------------------------------\n", "β_0 | -0.351 | 0.019 | -18.902 | < 1e-3 \n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "σ | 0.118 | 0.015 | 7.934 | < 1e-3 \n", "-------------------------------------------------------------------\n", "Expected regime duration: 2.97 periods\n", "-------------------------------------------------------------------\n", "------------------------------\n", "Summary of regime 7: \n", "------------------------------\n", "Coefficient | Estimate | Std. Error | z value | Pr(>|z|) \n", "-------------------------------------------------------------------\n", "β_0 | 0.677 | 0.049 | 13.945 | < 1e-3 \n", "σ | 0.162 | 0.013 | 12.701 | < 1e-3 \n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "-------------------------------------------------------------------\n", "Expected regime duration: 3.19 periods\n", "-------------------------------------------------------------------\n", "left-stochastic transition matrix: \n", " | regime 1 | regime 2 | regime 3 | regime 4 | regime 5 | regime 6 | regime 7\n", "--------------------------------------------------------------------------------------------------------\n", " regime 1 | 54.362% | 0.0% | 0.0% | 17.573% | 0.0% | 17.654% | 2.76% |\n", " regime 2 | 0.0% | 85.879% | 0.0% | 0.0% | 12.095% | 0.0% | 0.0% |\n", " regime 3 | 0.0% | 0.0% | 87.001% | 0.0% | 0.0% | 0.0% | 11.513% |\n", " regime 4 | 22.099% | 0.0% | 0.0% | 62.472% | 0.0% | 0.392% | 17.06% |\n", " regime 5 | 1.753% | 14.121% | 0.0% | 0.0% | 69.053% | 14.341% | 0.0% |\n", " regime 6 | 19.883% | 0.0% | 0.0% | 1.153% | 17.598% | 66.299% | 0.0% |\n", " regime 7 | 1.903% | 0.0% | 12.999% | 18.802% | 1.254% | 1.314% | 68.667% |\n" ] } ], "source": [ "nino_model7 = MSModel(tempnino[!, :ONI], 7);\n", "summary_msm(nino_model7);" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Looking at the BIC, the 7-regime model is preferred.\n", "Hence, we continue with the 7-regime model.\n", "\n", "## 4. Trend Model" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Fitting the trend model\n", "\n", "#### One example, quadratic trend\n", "\n", "Fitting the quadratic trend model to the temperature anomalies and to the temperature anomalies with the El Niño index as an exogenous variable." ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [ { "data": { "image/png": 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TrendEstimators.quad_trend_est(tempnino.Temp, tempnino.ONI)\n", "qmodel = TrendEstimators.quad_trend_est(tempnino.Temp)\n", "plot(tempnino.Dates, tempnino.Temp, linewidth=1, label=\"Temperature Anomalies\", xlabel=\"\", ylabel=\"\", legend=:topleft)\n", "plot!(tempnino.Dates, qmodel_exo.Yfit, linestyle=:dash, linewidth=2, label=\"Quadratic Trend + Niño\", color=2)\n", "plot!(tempnino.Dates, qmodel.Yfit, linestyle=:dot, linewidth=2, label=\"Quadratic Trend\", color=3)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Forecasting the quadratic trend model in two ways: only the quadratic trend and the quadratic trend with the long memory component." ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [ { "data": { "image/png": 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collect((tempnino.Dates[1]+Dates.Month(T)):Month(1):(tempnino.Dates[1]+Dates.Month(T - 1)+Dates.Month(h)));\n", "qmodel_forecast = TrendEstimators.quad_trend_forecast(qmodel, h);\n", "plot!(date_for, qmodel_forecast.Yforecastmean, linestyle=:dot, linewidth=2, label=\"Forecast Quadratic Trend\", color=4)\n", "plot!(date_for, qmodel_forecast.Yforecasterr, linestyle=:dash, linewidth=2, label=\"Forecast Quadratic Trend + LM\", color=5)\n", "#plot!(xlims=(Date(2016,1,1),Date(2050,1,1)))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Final forecasting adding the exogenous variable El Niño." ] }, { "cell_type": "code", "execution_count": 14, "metadata": {}, "outputs": [ { "data": { "image/png": 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generate_msm(nino_model7, h)[1]\n", "qmodel_exo_forecast = TrendEstimators.quad_trend_forecast(qmodel_exo, h, simul_nino)\n", "plot!(date_for, qmodel_exo_forecast.Yforecasterr, linestyle=:dash, linewidth=2, label=\"Forecast Quadratic Trend + LM + El Niño\", color=6)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### A second example, broken linear trend\n", "\n", "Fitting the broken linear trend model to the temperature anomalies and to the temperature anomalies with the El Niño index as an exogenous variable." ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [ { "data": { "image/png": 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TrendEstimators.broken_trend_est(tempnino.Temp)\n", "bmodel_exo = TrendEstimators.broken_trend_est(tempnino.Temp, tempnino.ONI)\n", "plot(tempnino.Dates, tempnino.Temp, linewidth=1, label=\"Temperature Anomalies\", xlabel=\"\", ylabel=\"\", legend=:topleft)\n", "plot!(tempnino.Dates, bmodel_exo.Yfit, linestyle=:dash, linewidth=2, label=\"Broken Trend + Niño\", color=2)\n", "plot!(tempnino.Dates, bmodel.Yfit, linestyle=:dot, linewidth=2, label=\"Broken Trend\", color=3)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Forecasting the broken linear trend model in two ways: only the broken linear trend and the broken linear trend with the long memory component." ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [ { "data": { "image/png": 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"metadata": {}, "output_type": "execute_result" } ], "source": [ "date_for = collect((tempnino.Dates[1]+Dates.Month(T)):Month(1):(tempnino.Dates[1]+Dates.Month(T - 1)+Dates.Month(h)));\n", "bmodel_forecast = TrendEstimators.broken_trend_forecast(bmodel, h);\n", "plot!(date_for, bmodel_forecast.Yforecastmean, linestyle=:dot, linewidth=2, label=\"Broken Trend\", color=4)\n", "plot!(date_for, bmodel_forecast.Yforecasterr, linestyle=:dash, linewidth=2, label=\"Broken Trend + LM\", color=5)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Final forecasting adding the exogenous variable El Niño." ] }, { "cell_type": "code", "execution_count": 17, "metadata": {}, "outputs": [ { "data": { "image/png": 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"execution_count": 18, "metadata": {}, "output_type": "execute_result" } ], "source": [ "simul_nino = generate_msm(nino_model7, h)[1]\n", "bmodel_exo_forecast = TrendEstimators.broken_trend_forecast(bmodel_exo, h, simul_nino)\n", "plot!(date_for, bmodel_exo_forecast.Yforecasterr, linestyle=:dash, linewidth=2, label=\"Forecast Broken Trend + LM + El Niño\", color=6)\n", "plot!(fontfamily=\"Computer Modern\", legendfontsize=12, tickfontsize=12, titlefontfamily=\"Computer Modern\", legendfontfamily=\"Computer Modern\", tickfontfamily=\"Computer Modern\", ylabelfontsize=12, xlabelfontsize=12, titlefontsize=16, xlabel=\"\", ylabel=\"\", ylims=(-0.9, 2.3))" ] }, { "cell_type": "code", "execution_count": 18, "metadata": {}, "outputs": [ { "data": { "image/png": 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"\n", "\n", "\n" ] }, "execution_count": 19, "metadata": {}, "output_type": "execute_result" } ], "source": [ "plot!(fontfamily=\"Computer Modern\", legendfontsize=12, tickfontsize=12, titlefontfamily=\"Computer Modern\", legendfontfamily=\"Computer Modern\", tickfontfamily=\"Computer Modern\", ylabelfontsize=12, xlabelfontsize=12, titlefontsize=16, xlabel=\"\", ylabel=\"\", ylims=(-0.6, 2.8), xlims=(Date(2010, 1, 1), Date(2040, 1, 1)))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Selecting the best model" ] }, { "cell_type": "code", "execution_count": 19, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "(\"break\", (β = [-0.10845353786271886, 0.00031017621216602797, 0.0014007615609357938, 0.0802494248222951], σ² = 0.020828829478738424, break_point = 1156, rss = 36.09636148665369, aic = -6720.656322648539, bic = -6698.816663583574, betavar = [6.616202189169194e-5 -7.80026251038521e-8 1.3992355489884193e-7 -5.124839398067918e-7; -7.800262510385208e-8 1.2133658952891322e-10 -2.819381047333273e-10 3.09733692790573e-10; 1.399235548988419e-7 -2.8193810473332736e-10 1.079521644592358e-9 4.6172650805655123e-10; -5.124839398067916e-7 3.0973369279057256e-10 4.6172650805655273e-10 1.7109810785350542e-5], res = [0.20309618882750582, 0.1243286449062119, 0.27556110098491804, 0.1703736030778405, 0.22882850739055316, 0.08604849222814451, 0.10092335052664077, 0.18740319732158295, 0.13147556137185623, 0.056350419670352515 … 0.19827789106618354, 0.10020935551287158, 0.31257324518645846, 0.2889496061011596, 0.25174592100164506, 0.11491230492345439, 0.21326372335592647, 0.1803802223132771, 0.2907066982635196, 0.2278231972208702], Yfit = [-0.17876285549417253, -0.1599953115728786, -0.1412277676515847, -0.11604026974450721, -0.10449517405721986, -0.08171515889481121, -0.07659001719330748, -0.07306986398824963, -0.06714222803852295, -0.062017086337019224 … 1.3860554422671498, 1.3741239778204617, 1.3517600881468748, 1.3253837272321736, 1.2925874123316883, 1.2694210284098788, 1.2510696099774068, 1.2439531110200561, 1.2336266350698137, 1.226510136112463]))" ] }, "execution_count": 20, "metadata": {}, "output_type": "execute_result" } ], "source": [ "thisseries = tempnino.Temp;\n", "TrendEstimators.select_trend_model(TrendEstimators.trend_est(thisseries, tempnino.ONI), TrendEstimators.quad_trend_est(thisseries, tempnino.ONI), TrendEstimators.broken_trend_est(thisseries, tempnino.ONI))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 5. Forecasting paths\n", "\n", "There is only one realization of the GISTEMP dataset, so we add the data uncertainty by sampling from the distribution of the estimated parameters." ] }, { "cell_type": "code", "execution_count": 20, "metadata": {}, "outputs": [], "source": [ "nsim = 1000\n", "matforecasts = zeros(h, nsim)\n", "uncertainty = 1.96 \n", "\n", "thisseries = tempnino.Temp\n", "\n", "test = TrendEstimators.trend_est(thisseries, tempnino.ONI)\n", "qtest = TrendEstimators.quad_trend_est(thisseries, tempnino.ONI)\n", "btest = TrendEstimators.broken_trend_est(thisseries, tempnino.ONI)\n", "\n", "model_selection = TrendEstimators.select_trend_model(test, qtest, btest)\n", "\n", "for jj = 1:nsim\n", "\n", " simul_nino = generate_msm(nino_model7, h)[1]\n", "\n", " if model_selection[1] == \"trend\"\n", " matforecasts[:, jj] = TrendEstimators.trend_forecast(test, h, simul_nino, uncertainty).Yforecasterr\n", " elseif model_selection[1] == \"quad\"\n", " matforecasts[:, jj] = TrendEstimators.quad_trend_forecast(qtest, h, simul_nino, uncertainty).Yforecasterr\n", " elseif model_selection[1] == \"break\"\n", " matforecasts[:, jj] = TrendEstimators.broken_trend_forecast(btest, h, simul_nino, uncertainty).Yforecasterr\n", " else\n", " @warn \"No model selected\"\n", " end\n", "\n", "end" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Plotting the forecasts" ] }, { "cell_type": "code", "execution_count": 21, "metadata": {}, "outputs": [ { "data": { "image/png": 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"\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n", "\n" ] }, "execution_count": 22, "metadata": {}, "output_type": "execute_result" } ], "source": [ "#| label: fig-paths-GISTEMP-All-Realizations\n", "#| fig-cap: 'Simulated forecast paths for GISTEMP temperature anomalies.'\n", "\n", " p1 = plot(tempnino.Dates, tempnino.Temp, linewidth=1, label=\"Temperature Anomalies (GISTEMP)\", xlabel=\"\", ylabel=\"\", legend=:topleft)\n", " plot!(date_for, matforecasts[:,rand(1:nsim,100)], linestyle=:dot, linewidth=2, label=\"\")\n", " plot!(fontfamily=\"Computer Modern\", legendfontsize=12, tickfontsize=12, titlefontfamily=\"Computer Modern\", legendfontfamily=\"Computer Modern\", tickfontfamily=\"Computer Modern\", ylabelfontsize=12, xlabelfontsize=12, titlefontsize=16, xlabel=\"\", ylabel=\"\", ylims=(-0.6, 2.8), xlims=(Date(1890, 1, 1), Date(2090, 1, 1)))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## 6. Estimating the probability of exceeding 1.5°C \n", "### Using the middle point of the first 20 years period where the mean temperature exceeds 1.5°C" ] }, { "cell_type": "code", "execution_count": 22, "metadata": {}, "outputs": [], "source": [ "inicio = T - 119 # 10 years starting 2004\n", "fin = T + h - 120 # 10 years\n", "\n", "datejoin = collect((tempnino.Dates[inicio]):Month(1):date_for[h-120])\n", "meantemp = tempnino[inicio:T, :Temp]\n", "dummies = zeros(h, nsim)\n", "\n", "for jj = 1:nsim\n", " completo = [meantemp; matforecasts[:, jj]]\n", " for ii = 120:h\n", " dummies[ii, jj] = mean(completo[ii-119:ii+120])\n", " end\n", "end\n", "\n", "pa15 = mean(dummies[:, :] .>= 1.5, dims=2);\n", "pa20 = mean(dummies[:, :] .>= 2, dims=2);" ] }, { "cell_type": "code", "execution_count": 23, "metadata": {}, "outputs": [ { "data": { "image/png": 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fig-simulation-dist-gistemp\n", "#| fig-cap: Proportion of scenarios that breach the 1.5°C and 2°C thresholds for the GISTEMP temperature anomalies for each month. The figure considers 1000 scenarios, each based on the best-fitting model for each realization, with five simulations for El Niño as an exogenous variable each.\n", "\n", "plot(datejoin, pa15, label=\"1.5C\", color=:darkorange, legend=:topleft, xlims=(datejoin[120], datejoin[end-48]), xticks=(datejoin[1:120:end], Dates.format.(datejoin[1:120:end], \"Y\")), linewidth=4, linestyle=:dash)\n", "plot!(datejoin, pa20, label=\"2.0C\", color=:red3, linewidth=4, linestyle=:dashdot)\n", "plot!(fontfamily=\"Computer Modern\", legendfontsize=12, tickfontsize=12, titlefontfamily=\"Computer Modern\", legendfontfamily=\"Computer Modern\", tickfontfamily=\"Computer Modern\", ylabelfontsize=12, xlabelfontsize=12, titlefontsize=16, xlabel=\"\", ylabel=\"\", ylims=(0, 1))" ] }, { "cell_type": "code", "execution_count": 24, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
3×3 DataFrame
RowProbability level and period1.5°C Threshold2°C Threshold
StringDateDate
1Above 0%, 20-years avg.2027-05-012047-09-01
2Above 50%, 20-years avg.2033-06-012060-01-01
3Above 99%, 20-years avg.2043-12-012071-02-01
" ], "text/latex": [ "\\begin{tabular}{r|ccc}\n", "\t& Probability level and period & 1.5°C Threshold & 2°C Threshold\\\\\n", "\t\\hline\n", "\t& String & Date & Date\\\\\n", "\t\\hline\n", "\t1 & Above 0\\%, 20-years avg. & 2027-05-01 & 2047-09-01 \\\\\n", "\t2 & Above 50\\%, 20-years avg. & 2033-06-01 & 2060-01-01 \\\\\n", "\t3 & Above 99\\%, 20-years avg. & 2043-12-01 & 2071-02-01 \\\\\n", "\\end{tabular}\n" ], "text/plain": [ "\u001b[1m3×3 DataFrame\u001b[0m\n", "\u001b[1m Row \u001b[0m│\u001b[1m Probability level and period \u001b[0m\u001b[1m 1.5°C Threshold \u001b[0m\u001b[1m 2°C Threshold \u001b[0m\n", " │\u001b[90m String \u001b[0m\u001b[90m Date \u001b[0m\u001b[90m Date \u001b[0m\n", "─────┼──────────────────────────────────────────────────────────────\n", " 1 │ Above 0%, 20-years avg. 2027-05-01 2047-09-01\n", " 2 │ Above 50%, 20-years avg. 2033-06-01 2060-01-01\n", " 3 │ Above 99%, 20-years avg. 2043-12-01 2071-02-01" ] }, "execution_count": 25, "metadata": {}, "output_type": "execute_result" } ], "source": [ "results_probabilities = DataFrame(\"Probability level and period\" => String[], \"1.5°C Threshold\" => Date[], \"2°C Threshold\" => Date[])\n", "\n", "push!(results_probabilities, [\"Above 0%, 20-years avg.\", datejoin[findfirst(pa15 .> 0)], datejoin[findfirst(pa20 .> 0)]])\n", "push!(results_probabilities, [\"Above 50%, 20-years avg.\", datejoin[findfirst(pa15 .>= 0.5)], datejoin[findfirst(pa20 .>= 0.5)]])\n", "push!(results_probabilities, [\"Above 99%, 20-years avg.\", datejoin[findfirst(pa15 .>= 0.99)], datejoin[findfirst(pa20 .>= 0.99)]])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### Using the middle point of the first 30 years period where the mean temperature exceeds 1.5°C" ] }, { "cell_type": "code", "execution_count": 25, "metadata": {}, "outputs": [], "source": [ "inicio30 = T - 179 # 15 years starting 2004\n", "fin30 = T + h - 180 # 15 years\n", "datejoin30 = collect((tempnino.Dates[inicio30]):Month(1):date_for[h-180])\n", "meantemp30 = tempnino[inicio30:T, :Temp]\n", "dummies30 = zeros(h, nsim)\n", "\n", "for jj = 1:nsim\n", " completo = [meantemp30; matforecasts[:, jj]]\n", " for ii = 180:h\n", " dummies30[ii, jj] = mean(completo[ii-179:ii+180])\n", " end\n", "end\n", "\n", "pa15_30 = mean(dummies30[:, :] .>= 1.5, dims=2);\n", "pa20_30 = mean(dummies30[:, :] .>= 2, dims=2);" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Updating table with the results for the 30 years period." ] }, { "cell_type": "code", "execution_count": 26, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
6×3 DataFrame
RowProbability level and period1.5°C Threshold2°C Threshold
StringDateDate
1Above 0%, 20-years avg.2027-05-012047-09-01
2Above 50%, 20-years avg.2033-06-012060-01-01
3Above 99%, 20-years avg.2043-12-012071-02-01
4Above 0%, 30-years avg.2033-02-012052-09-01
5Above 50%, 30-years avg.2039-06-012065-01-01
6Above 99%, 30-years avg.2048-10-012075-12-01
" ], "text/latex": [ "\\begin{tabular}{r|ccc}\n", "\t& Probability level and period & 1.5°C Threshold & 2°C Threshold\\\\\n", "\t\\hline\n", "\t& String & Date & Date\\\\\n", "\t\\hline\n", "\t1 & Above 0\\%, 20-years avg. & 2027-05-01 & 2047-09-01 \\\\\n", "\t2 & Above 50\\%, 20-years avg. & 2033-06-01 & 2060-01-01 \\\\\n", "\t3 & Above 99\\%, 20-years avg. & 2043-12-01 & 2071-02-01 \\\\\n", "\t4 & Above 0\\%, 30-years avg. & 2033-02-01 & 2052-09-01 \\\\\n", "\t5 & Above 50\\%, 30-years avg. & 2039-06-01 & 2065-01-01 \\\\\n", "\t6 & Above 99\\%, 30-years avg. & 2048-10-01 & 2075-12-01 \\\\\n", "\\end{tabular}\n" ], "text/plain": [ "\u001b[1m6×3 DataFrame\u001b[0m\n", "\u001b[1m Row \u001b[0m│\u001b[1m Probability level and period \u001b[0m\u001b[1m 1.5°C Threshold \u001b[0m\u001b[1m 2°C Threshold \u001b[0m\n", " │\u001b[90m String \u001b[0m\u001b[90m Date \u001b[0m\u001b[90m Date \u001b[0m\n", "─────┼──────────────────────────────────────────────────────────────\n", " 1 │ Above 0%, 20-years avg. 2027-05-01 2047-09-01\n", " 2 │ Above 50%, 20-years avg. 2033-06-01 2060-01-01\n", " 3 │ Above 99%, 20-years avg. 2043-12-01 2071-02-01\n", " 4 │ Above 0%, 30-years avg. 2033-02-01 2052-09-01\n", " 5 │ Above 50%, 30-years avg. 2039-06-01 2065-01-01\n", " 6 │ Above 99%, 30-years avg. 2048-10-01 2075-12-01" ] }, "execution_count": 27, "metadata": {}, "output_type": "execute_result" } ], "source": [ "push!(results_probabilities, [\"Above 0%, 30-years avg.\", datejoin[findfirst(pa15_30 .> 0)], datejoin[findfirst(pa20_30 .> 0)]])\n", "push!(results_probabilities, [\"Above 50%, 30-years avg.\", datejoin[findfirst(pa15_30 .>= 0.5)], datejoin[findfirst(pa20_30 .>= 0.5)]])\n", "push!(results_probabilities, [\"Above 99%, 30-years avg.\", datejoin[findfirst(pa15_30 .>= 0.99)], datejoin[findfirst(pa20_30 .>= 0.99)]])" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Saving the results to a csv file." ] }, { "cell_type": "code", "execution_count": 27, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "\"tables/ResultsGISTEMP.csv\"" ] }, "execution_count": 28, "metadata": {}, "output_type": "execute_result" } ], "source": [ "CSV.write(\"tables/ResultsGISTEMP.csv\", results_probabilities)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Full table with the results." ] }, { "cell_type": "code", "execution_count": 28, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
6×3 DataFrame
RowProbability level and period1.5°C Threshold2°C Threshold
StringDateDate
1Above 0%, 20-years avg.2027-05-012047-09-01
2Above 50%, 20-years avg.2033-06-012060-01-01
3Above 99%, 20-years avg.2043-12-012071-02-01
4Above 0%, 30-years avg.2033-02-012052-09-01
5Above 50%, 30-years avg.2039-06-012065-01-01
6Above 99%, 30-years avg.2048-10-012075-12-01
" ], "text/latex": [ "\\begin{tabular}{r|ccc}\n", "\t& Probability level and period & 1.5°C Threshold & 2°C Threshold\\\\\n", "\t\\hline\n", "\t& String & Date & Date\\\\\n", "\t\\hline\n", "\t1 & Above 0\\%, 20-years avg. & 2027-05-01 & 2047-09-01 \\\\\n", "\t2 & Above 50\\%, 20-years avg. & 2033-06-01 & 2060-01-01 \\\\\n", "\t3 & Above 99\\%, 20-years avg. & 2043-12-01 & 2071-02-01 \\\\\n", "\t4 & Above 0\\%, 30-years avg. & 2033-02-01 & 2052-09-01 \\\\\n", "\t5 & Above 50\\%, 30-years avg. & 2039-06-01 & 2065-01-01 \\\\\n", "\t6 & Above 99\\%, 30-years avg. & 2048-10-01 & 2075-12-01 \\\\\n", "\\end{tabular}\n" ], "text/plain": [ "\u001b[1m6×3 DataFrame\u001b[0m\n", "\u001b[1m Row \u001b[0m│\u001b[1m Probability level and period \u001b[0m\u001b[1m 1.5°C Threshold \u001b[0m\u001b[1m 2°C Threshold \u001b[0m\n", " │\u001b[90m String \u001b[0m\u001b[90m Date \u001b[0m\u001b[90m Date \u001b[0m\n", "─────┼──────────────────────────────────────────────────────────────\n", " 1 │ Above 0%, 20-years avg. 2027-05-01 2047-09-01\n", " 2 │ Above 50%, 20-years avg. 2033-06-01 2060-01-01\n", " 3 │ Above 99%, 20-years avg. 2043-12-01 2071-02-01\n", " 4 │ Above 0%, 30-years avg. 2033-02-01 2052-09-01\n", " 5 │ Above 50%, 30-years avg. 2039-06-01 2065-01-01\n", " 6 │ Above 99%, 30-years avg. 2048-10-01 2075-12-01" ] }, "execution_count": 29, "metadata": {}, "output_type": "execute_result" } ], "source": [ "#| label: tbl-results-GISTEMP\n", "#| tbl-cap: Months to breach the 1.5°C and 2°C thresholds for the GISTEMP temperature anomalies at a given probability level. \n", "#| tbl-pos: bottom\n", "\n", "results_probabilities" ] } ], "metadata": { "kernelspec": { "display_name": "Julia 1.11.1", "language": "julia", "name": "julia-1.11" }, "language_info": { "file_extension": ".jl", "mimetype": "application/julia", "name": "julia", "version": "1.11.1" } }, "nbformat": 4, "nbformat_minor": 4 }