{ "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 Berkeley Earth 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
12024-05-011.209
22024-06-011.227
32024-07-011.226
42024-08-011.379
52024-09-011.269
" ], "text/latex": [ "\\begin{tabular}{r|cc}\n", "\t& Dates & Temperature\\\\\n", "\t\\hline\n", "\t& Date & Float64\\\\\n", "\t\\hline\n", "\t1 & 2024-05-01 & 1.209 \\\\\n", "\t2 & 2024-06-01 & 1.227 \\\\\n", "\t3 & 2024-07-01 & 1.226 \\\\\n", "\t4 & 2024-08-01 & 1.379 \\\\\n", "\t5 & 2024-09-01 & 1.269 \\\\\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 │ 2024-05-01 1.209\n", " 2 │ 2024-06-01 1.227\n", " 3 │ 2024-07-01 1.226\n", " 4 │ 2024-08-01 1.379\n", " 5 │ 2024-09-01 1.269" ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" } ], "source": [ "rawtemp = CSV.read(\"data/BerkeleyEarth.csv\", DataFrame)\n", "T = size(rawtemp, 1);\n", "dates = collect(Date(1850, 1, 1):Month(1):(Date(1850, 1, 1)+Dates.Month(T - 1)));\n", "rawtemp = DataFrame(\"Dates\" => dates, \"Temperature\" => rawtemp[!, 3]);\n", "last(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.\n", "\n", "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
11871-02-01-0.26-0.593
21871-03-010.08-0.253
31871-04-010.31-0.061
41871-05-010.36-0.284
51871-06-010.26-0.226
" ], "text/latex": [ "\\begin{tabular}{r|ccc}\n", "\t& Dates & ONI & Temp\\\\\n", "\t\\hline\n", "\t& Date & Float64 & Float64\\\\\n", "\t\\hline\n", "\t1 & 1871-02-01 & -0.26 & -0.593 \\\\\n", "\t2 & 1871-03-01 & 0.08 & -0.253 \\\\\n", "\t3 & 1871-04-01 & 0.31 & -0.061 \\\\\n", "\t4 & 1871-05-01 & 0.36 & -0.284 \\\\\n", "\t5 & 1871-06-01 & 0.26 & -0.226 \\\\\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 │ 1871-02-01 -0.26 -0.593\n", " 2 │ 1871-03-01 0.08 -0.253\n", " 3 │ 1871-04-01 0.31 -0.061\n", " 4 │ 1871-05-01 0.36 -0.284\n", " 5 │ 1871-06-01 0.26 -0.226" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" } ], "source": [ "tempnino = rawnino[rawnino.Dates.>=rawtemp.Dates[1], [:Dates, :ONI]]\n", "tempnino[!, :Temp] = rawtemp[rawtemp.Dates.>=rawnino.Dates[1], :Temperature]\n", "T = length(tempnino.Dates)\n", "first(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", "\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", "\n", "\n", "\n", "\n" ] }, "execution_count": 8, "metadata": {}, "output_type": "execute_result" } ], "source": [ "#| label: fig-temp-baselinesberkeley\n", "#| fig-cap: \"Temperature Anomalies (°C) [Berkeley Earth; @BerkeleyEarth]\"\n", "\n", "theme(:ggplot2)\n", "plot(tempnino.Dates, [rawtemp.Temperature[254:end] 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": [ "1.543" ] }, "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 [Berkeley Earth; @BerkeleyEarth]'\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: 1844 AIC: 2437.933\n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "# of estimated parameters: 12 BIC: 2504.17\n", "Error distribution: Gaussian Instant. adj. R^2: 0.7132\n", "Loglikelihood: -1207.0 Step-ahead adj. R^2: 0.6018\n", "-----------------------------------------------------------------\n", "------------------------------\n", "Summary of regime 1: \n", "------------------------------\n", "Coefficient | Estimate | Std. Error | z value | Pr(>|z|) \n", "-------------------------------------------------------------------\n", "β_0 | 1.207 | 0.04 | 30.086 | < 1e-3 \n", "σ | 0.523 | 0.013 | 38.808 | < 1e-3 \n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "-------------------------------------------------------------------\n", "Expected regime duration: 9.92 periods\n", "-------------------------------------------------------------------\n", "------------------------------\n", "Summary of regime 2: \n", "------------------------------\n", "Coefficient | Estimate | Std. Error | z value | Pr(>|z|) \n", "-------------------------------------------------------------------\n", "β_0 | -0.747 | 0.029 | -26.072 | < 1e-3 \n", "σ | 0.41 | 0.01 | 42.339 | < 1e-3 \n", "-------------------------------------------------------------------\n", "Expected regime duration: 15.80 periods\n", "-------------------------------------------------------------------\n", "------------------------------\n", "Summary of regime 3: \n", "------------------------------\n", "Coefficient | Estimate | Std. Error | z value | Pr(>|z|) \n", "-------------------------------------------------------------------\n", "β_0 | 0.183 | 0.033 | 5.493 | < 1e-3 \n", "σ | 0.27 | 0.013 | 21.068 | < 1e-3 \n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "-------------------------------------------------------------------\n", "Expected regime duration: 7.66 periods\n", "-------------------------------------------------------------------\n", "left-stochastic transition matrix: \n", " | regime 1 | regime 2 | regime 3\n", "----------------------------------------------------\n", " regime 1 | 89.918% | 0.0% | 5.904% |\n", " regime 2 | 0.0% | 93.671% | 7.143% |\n", " regime 3 | 10.082% | 6.329% | 86.953% |\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: 1844 AIC: 1546.974\n", "# of estimated parameters: 56 BIC: 1856.076\n", "Error distribution: Gaussian Instant. adj. R^2: 0.9174\n", "Loglikelihood: -717.5 Step-ahead adj. R^2: 0.8096\n", "-----------------------------------------------------------------\n", "------------------------------\n", "Summary of regime 1: \n", "------------------------------\n", "Coefficient | Estimate | Std. Error | z value | Pr(>|z|) \n", "-------------------------------------------------------------------\n", "β_0 | -0.035 | 0.015 | -2.306 | 0.021 \n", "σ | 0.083 | 0.012 | 6.995 | < 1e-3 \n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "-------------------------------------------------------------------\n", "Expected regime duration: 1.45 periods\n", "-------------------------------------------------------------------\n", "------------------------------\n", "Summary of regime 2: \n", "------------------------------\n", "Coefficient | Estimate | Std. Error | z value | Pr(>|z|) \n", "-------------------------------------------------------------------\n", "β_0 | -0.97 | 0.026 | -37.467 | < 1e-3 \n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "σ | 0.487 | 0.019 | 25.93 | < 1e-3 \n", "-------------------------------------------------------------------\n", "Expected regime duration: 10.60 periods\n", "-------------------------------------------------------------------\n", "------------------------------\n", "Summary of regime 3: \n", "------------------------------\n", "Coefficient | Estimate | Std. Error | z value | Pr(>|z|) \n", "-------------------------------------------------------------------\n", "β_0 | 1.615 | 0.04 | 40.215 | < 1e-3 \n", "σ | 0.456 | 0.016 | 28.629 | < 1e-3 \n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "-------------------------------------------------------------------\n", "Expected regime duration: 9.78 periods\n", "-------------------------------------------------------------------\n", "------------------------------\n", "Summary of regime 4: \n", "------------------------------\n", "Coefficient | Estimate | Std. Error | z value | Pr(>|z|) \n", "-------------------------------------------------------------------\n", "β_0 | 0.32 | 0.021 | 15.508 | < 1e-3 \n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "σ | 0.178 | 0.019 | 9.466 | < 1e-3 \n", "-------------------------------------------------------------------\n", "Expected regime duration: 3.26 periods\n", "-------------------------------------------------------------------\n", "------------------------------\n", "Summary of regime 5: \n", "------------------------------\n", "Coefficient | Estimate | Std. Error | z value | Pr(>|z|) \n", "-------------------------------------------------------------------\n", "β_0 | -0.343 | 0.015 | -23.276 | < 1e-3 \n", "σ | 0.127 | 0.01 | 12.706 | < 1e-3 \n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "-------------------------------------------------------------------\n", "Expected regime duration: 3.21 periods\n", "-------------------------------------------------------------------\n", "------------------------------\n", "Summary of regime 6: \n", "------------------------------\n", "Coefficient | Estimate | Std. Error | z value | Pr(>|z|) \n", "-------------------------------------------------------------------\n", "β_0 | 0.284 | 221368.518 | 0.0 | 1.0 \n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "σ | 31.563 | 336.897 | 0.094 | 0.925 \n", "-------------------------------------------------------------------\n", "Expected regime duration: 1.00 periods\n", "-------------------------------------------------------------------\n", "------------------------------\n", "Summary of regime 7: \n", "------------------------------\n", "Coefficient | Estimate | Std. Error | z value | Pr(>|z|) \n", "-------------------------------------------------------------------\n", "β_0 | 0.574 | 0.029 | 19.852 | < 1e-3 \n", "σ | 0.226 | 0.019 | 11.95 | < 1e-3 \n" ] }, { "name": "stdout", "output_type": "stream", "text": [ "-------------------------------------------------------------------\n", "Expected regime duration: 4.51 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 | 30.832% | 0.0% | 0.0% | 13.485% | 13.464% | 0.0% | 0.0% |\n", " regime 2 | 0.0% | 90.566% | 0.0% | 0.0% | 10.758% | 100.0% | 0.0% |\n", " regime 3 | 0.0% | 0.0% | 89.772% | 0.0% | 0.0% | 0.0% | 9.318% |\n", " regime 4 | 37.278% | 0.0% | 0.0% | 69.317% | 1.588% | 0.0% | 7.994% |\n", " regime 5 | 28.7% | 7.804% | 0.0% | 1.712% | 68.888% | 0.0% | 4.883% |\n", " regime 6 | 0.0% | 0.0% | 0.0% | 0.0% | 0.0% | 0.0% | 0.0% |\n", " regime 7 | 3.19% | 1.63% | 10.228% | 15.485% | 5.301% | 0.0% | 77.805% |\n" ] } ], "source": [ "nino_model7 = MSModel(tempnino[!, :ONI], 7);\n", "summary_msm(nino_model7);" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Looking at both the AIC and BIC, the 7-regime model is preferred.\n", "Hence, we continue with the 7-regime model.\n", "\n", "## 4. Trend Model\n", "\n", "### 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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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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"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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", 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"\n", "\n", "\n" ] }, "execution_count": 17, "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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"\n", "\n", "\n" ] }, "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 = [-0.10353755755164067, 0.00033556254446457545, 0.001390561401476513, 0.08465931023982343], σ² = 0.024066882169802795, break_point = 1244, rss = 44.28306319243714, aic = -6868.442182904796, bic = -6846.36341328833, betavar = [7.123035009773671e-5 -7.826445084279888e-8 1.435226571508739e-7 -8.348482209377505e-7; -7.826445084279889e-8 1.1353386006150297e-10 -2.7082182723749503e-10 6.054216120128408e-10; 1.4352265715087397e-7 -2.708218272374951e-10 1.0872951327886004e-9 -9.647761292462743e-11; -8.348482209377503e-7 6.054216120128405e-10 -9.647761292462656e-11 1.822193578978558e-5], res = [-0.17829667078580122, 0.13258360118819423, 0.30477639728857026, 0.07720786923211453, 0.14333823771163226, 0.19953674414318534, 0.15319547126754374, -0.04667987058411556, 0.11514368410019869, -0.16079979570349592 … 0.21751616566113974, 0.09318212445596896, 0.23485379358197522, 0.18175842821997223, 0.23143580767715477, 0.12195406990555924, 0.15939277351957415, 0.16597917370001336, 0.32995194629004576, 0.22753834647048565], Yfit = [-0.12521341566953018, -0.09609368764352565, -0.07628648374390166, -0.07171795568744593, -0.07984832416696369, -0.07104683059851678, -0.059705557722875155, -0.05683021587121588, -0.06665377055553011, -0.08071029075183553 … 1.4999737478835287, 1.4873077890886994, 1.4636361199626935, 1.4357314853246965, 1.4010541058675137, 1.3765358436391093, 1.3570971400250946, 1.349510739844655, 1.3385379672546227, 1.330951567074183]))" ] }, "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 Berkeley Earth 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-Berkeley-All-Realizations\n", "#| fig-cap: 'Simulated forecast paths for Berkeley Earth temperature anomalies.'\n", "\n", " p1 = plot(tempnino.Dates, tempnino.Temp, linewidth=1, label=\"Temperature Anomalies (BEST)\", 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-berkeley\n", "#| fig-cap: Proportion of scenarios that breach the 1.5°C and 2°C thresholds for the Berkeley Earth 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=:bottomright, 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.2024-09-012041-10-01
2Above 50%, 20-years avg.2028-06-012053-08-01
3Above 99%, 20-years avg.2036-01-012063-08-01
" ], "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. & 2024-09-01 & 2041-10-01 \\\\\n", "\t2 & Above 50\\%, 20-years avg. & 2028-06-01 & 2053-08-01 \\\\\n", "\t3 & Above 99\\%, 20-years avg. & 2036-01-01 & 2063-08-01 \\\\\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. 2024-09-01 2041-10-01\n", " 2 │ Above 50%, 20-years avg. 2028-06-01 2053-08-01\n", " 3 │ Above 99%, 20-years avg. 2036-01-01 2063-08-01" ] }, "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.2024-09-012041-10-01
2Above 50%, 20-years avg.2028-06-012053-08-01
3Above 99%, 20-years avg.2036-01-012063-08-01
4Above 0%, 30-years avg.2029-09-012046-05-01
5Above 50%, 30-years avg.2033-12-012058-10-01
6Above 99%, 30-years avg.2040-01-012068-11-01
" ], "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. & 2024-09-01 & 2041-10-01 \\\\\n", "\t2 & Above 50\\%, 20-years avg. & 2028-06-01 & 2053-08-01 \\\\\n", "\t3 & Above 99\\%, 20-years avg. & 2036-01-01 & 2063-08-01 \\\\\n", "\t4 & Above 0\\%, 30-years avg. & 2029-09-01 & 2046-05-01 \\\\\n", "\t5 & Above 50\\%, 30-years avg. & 2033-12-01 & 2058-10-01 \\\\\n", "\t6 & Above 99\\%, 30-years avg. & 2040-01-01 & 2068-11-01 \\\\\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. 2024-09-01 2041-10-01\n", " 2 │ Above 50%, 20-years avg. 2028-06-01 2053-08-01\n", " 3 │ Above 99%, 20-years avg. 2036-01-01 2063-08-01\n", " 4 │ Above 0%, 30-years avg. 2029-09-01 2046-05-01\n", " 5 │ Above 50%, 30-years avg. 2033-12-01 2058-10-01\n", " 6 │ Above 99%, 30-years avg. 2040-01-01 2068-11-01" ] }, "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/ResultsBerkeley.csv\"" ] }, "execution_count": 28, "metadata": {}, "output_type": "execute_result" } ], "source": [ "CSV.write(\"tables/ResultsBerkeley.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.2024-09-012041-10-01
2Above 50%, 20-years avg.2028-06-012053-08-01
3Above 99%, 20-years avg.2036-01-012063-08-01
4Above 0%, 30-years avg.2029-09-012046-05-01
5Above 50%, 30-years avg.2033-12-012058-10-01
6Above 99%, 30-years avg.2040-01-012068-11-01
" ], "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. & 2024-09-01 & 2041-10-01 \\\\\n", "\t2 & Above 50\\%, 20-years avg. & 2028-06-01 & 2053-08-01 \\\\\n", "\t3 & Above 99\\%, 20-years avg. & 2036-01-01 & 2063-08-01 \\\\\n", "\t4 & Above 0\\%, 30-years avg. & 2029-09-01 & 2046-05-01 \\\\\n", "\t5 & Above 50\\%, 30-years avg. & 2033-12-01 & 2058-10-01 \\\\\n", "\t6 & Above 99\\%, 30-years avg. & 2040-01-01 & 2068-11-01 \\\\\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. 2024-09-01 2041-10-01\n", " 2 │ Above 50%, 20-years avg. 2028-06-01 2053-08-01\n", " 3 │ Above 99%, 20-years avg. 2036-01-01 2063-08-01\n", " 4 │ Above 0%, 30-years avg. 2029-09-01 2046-05-01\n", " 5 │ Above 50%, 30-years avg. 2033-12-01 2058-10-01\n", " 6 │ Above 99%, 30-years avg. 2040-01-01 2068-11-01" ] }, "execution_count": 29, "metadata": {}, "output_type": "execute_result" } ], "source": [ "#| label: tbl-results-Berkeley\n", "#| tbl-cap: Months to breach the 1.5°C and 2°C thresholds for the Berkeley Earth temperature anomalies at a given probability level. \n", "#| tbl-cap-location: 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": 2 }