diff --git a/.gitattributes b/.gitattributes index 1ef325f1b111266a6b26e0196871bd78baa8c2f3..35475697bcef74577a1fd9a92616b9a5babfb711 100644 --- a/.gitattributes +++ b/.gitattributes @@ -57,3 +57,5 @@ saved_model/**/* filter=lfs diff=lfs merge=lfs -text # Video files - compressed *.mp4 filter=lfs diff=lfs merge=lfs -text *.webm filter=lfs diff=lfs merge=lfs -text +Copper[[:space:]]Google[[:space:]]Trend[[:space:]]Analysis/Crude[[:space:]]oil[[:space:]]price[[:space:]]forecasting[[:space:]]with[[:space:]]machine[[:space:]]learning[[:space:]]and[[:space:]]Google[[:space:]]search[[:space:]]data[[:space:]]-[[:space:]]An[[:space:]]accuracy[[:space:]]comparison[[:space:]]of[[:space:]]single-model[[:space:]]versus[[:space:]]multiple-model.pdf filter=lfs diff=lfs merge=lfs -text +Copper[[:space:]]Google[[:space:]]Trend[[:space:]]Analysis/Project_Document_Copper_Google_Trend.docx filter=lfs diff=lfs merge=lfs -text diff --git a/Copper Google Trend Analysis/.DS_Store b/Copper Google Trend Analysis/.DS_Store new file mode 100644 index 0000000000000000000000000000000000000000..342785579633b08ee37fa5e27324370aead157fc Binary files /dev/null and b/Copper Google Trend Analysis/.DS_Store differ diff --git a/Copper Google Trend Analysis/Copper Price Google Trends Analysis.ipynb b/Copper Google Trend Analysis/Copper Price Google Trends Analysis.ipynb new file mode 100644 index 0000000000000000000000000000000000000000..4b6ff6c0430f4424b5571b4cd6ba554cc62c1c29 --- /dev/null +++ b/Copper Google Trend Analysis/Copper Price Google Trends Analysis.ipynb @@ -0,0 +1,2780 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "e51c7cf4", + "metadata": {}, + "source": [ + "## 0. Imports and Initial Setup" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "id": "4bef6b22", + "metadata": {}, + "outputs": [], + "source": [ + "import pathlib, os, warnings, numpy as np, pandas as pd, matplotlib.pyplot as plt\n", + "from typing import List\n", + "from statsmodels.tsa.stattools import adfuller, coint, grangercausalitytests\n", + "from sklearn.model_selection import TimeSeriesSplit, RandomizedSearchCV, KFold\n", + "from sklearn.linear_model import LinearRegression\n", + "from sklearn.svm import SVR\n", + "from sklearn.neural_network import MLPRegressor\n", + "from sklearn.ensemble import (RandomForestRegressor, ExtraTreesRegressor,\n", + " AdaBoostRegressor, GradientBoostingRegressor, StackingRegressor)\n", + "from xgboost import XGBRegressor\n", + "from sklearn.metrics import mean_squared_error, mean_absolute_percentage_error\n", + "from sklearn.inspection import permutation_importance\n", + "from scipy.stats import randint, uniform, loguniform\n", + "import tensorflow as tf\n", + "from tensorflow.keras import layers, models, callbacks\n", + "from IPython.display import display\n", + "\n", + "warnings.filterwarnings(\"ignore\")\n", + "pd.set_option(\"display.float_format\", \"{:,.4f}\".format)\n", + "\n", + "ROOT = pathlib.Path(\".\")\n", + "RESULTS_DIR, MODEL_DIR = ROOT/\"Statistical Testing Results\", ROOT/\"Model Results\"\n", + "RESULTS_DIR.mkdir(exist_ok=True); MODEL_DIR.mkdir(exist_ok=True)\n", + "\n", + "ALPHA_ADF, ALPHA_COINT, MAX_LAG_GC = 0.10, 0.10, 18\n", + "TIERS_TO_BUILD, LAG_GRID = [0.01, 0.05, 0.10], [1, 2, 3, 6, 12]\n", + "CV_SPLITS, TIER_FOR_PLOT = 5, 0.05 # Fig. 5 uses 5 % tier\n", + "\n", + "HP_SPACE = {\n", + " \"RF\":dict(n_estimators=(200,800), max_depth=(3,18),\n", + " min_samples_leaf=(1,10), min_samples_split=(2,15),\n", + " max_features=(0.3,1.0)),\n", + " \"ET\":dict(n_estimators=(200,800), max_depth=(3,18),\n", + " min_samples_leaf=(1,10), min_samples_split=(2,15),\n", + " max_features=(0.3,1.0)),\n", + " \"AdaBoost\":dict(n_estimators=(50,400), learning_rate=(0.01,1.0)),\n", + " \"GBDT\":dict(n_estimators=(100,600), max_depth=(2,8),\n", + " subsample=(0.4,1.0), learning_rate=(0.01,0.2)),\n", + " \"XGB\":dict(n_estimators=(200,800), max_depth=(2,10),\n", + " subsample=(0.4,1.0), colsample_bytree=(0.4,1.0),\n", + " learning_rate=(0.01,0.2), gamma=(0,5)),\n", + "}" + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "id": "5af390b9", + "metadata": {}, + "outputs": [], + "source": [ + "def save_and_show(df: pd.DataFrame, path: pathlib.Path, title: str):\n", + " print(f\"\\n{title}\"); display(df); df.to_csv(path)\n", + "\n", + "def paper_style(df_wide: pd.DataFrame, metric: str) -> pd.DataFrame:\n", + " def safe(k):\n", + " if k in df_wide: return df_wide[k]\n", + " return df_wide.get(k.rstrip(\"0\").rstrip(\".\"), pd.Series(np.nan,index=df_wide.index))\n", + " without, g05, g10 = df_wide[\"without\"], safe(\"0.05\"), safe(\"0.10\")\n", + " cols = pd.MultiIndex.from_tuples([\n", + " (\"Without Google Trends\", metric), (\"Without Google Trends\", \"No.\"),\n", + " (\"p-value ≤ 5%\", metric), (\"p-value ≤ 5%\", \"No.\"),\n", + " (\"p-value ≤ 10%\", metric), (\"p-value ≤ 10%\", \"No.\")\n", + " ])\n", + " out = pd.DataFrame(index=df_wide.index, columns=cols)\n", + " rank = lambda s: s.rank(method=\"min\", ascending=(metric!=\"Dstat\")).astype(\"Int64\")\n", + " out[(\"Without Google Trends\", metric)], out[(\"Without Google Trends\", \"No.\")] = without, rank(without)\n", + " out[(\"p-value ≤ 5%\", metric)], out[(\"p-value ≤ 5%\", \"No.\")] = g05, rank(g05)\n", + " out[(\"p-value ≤ 10%\", metric)], out[(\"p-value ≤ 10%\", \"No.\")] = g10, rank(g10)\n", + " mask = out.columns.get_level_values(1)==metric\n", + " fmt = lambda v,f:\"\" if pd.isna(v) else f.format(v)\n", + " out.loc[:,mask] = out.loc[:,mask].applymap(lambda v:fmt(v,\"{:.2f}%\") if metric==\"MAPE\"\n", + " else fmt(v,\"{:.2f}\"))\n", + " return out" + ] + }, + { + "cell_type": "markdown", + "id": "ce5f3103", + "metadata": {}, + "source": [ + "## 1. Data Loading" + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "id": "1454d6d8", + "metadata": {}, + "outputs": [], + "source": [ + "def load_copper():\n", + " df=(pd.read_csv(ROOT/\"Copper Prices.csv\")\n", + " .assign(Month=lambda d: pd.to_datetime(d[\"Month\"]))\n", + " .set_index(\"Month\").asfreq(\"MS\"))\n", + " return df[\"Price\"].rename(\"Copper_Price\")\n", + "\n", + "def load_trends():\n", + " def one_folder(folder):\n", + " frames=[]\n", + " for fp in (ROOT/folder).glob(\"*.csv\"):\n", + " key=fp.stem.replace(\",\",\"\")\n", + " t=pd.read_csv(fp); t.columns=[c.strip() for c in t.columns]\n", + " val=t.columns[1]; t[val]=t[val].replace(\"<1\",0).astype(float)\n", + " frames.append(t.assign(Month=lambda d: pd.to_datetime(d[t.columns[0]]))\n", + " .set_index(\"Month\").asfreq(\"MS\")\n", + " .rename(columns={val:key}))\n", + " return pd.concat(frames,axis=1) if frames else pd.DataFrame()\n", + " folders=[\"Supply Factors\",\"Demand Factors\",\"Speculative Factors\",\"Sudden Factors\"]\n", + " return pd.concat([one_folder(f) for f in folders],axis=1).sort_index()\n", + "\n", + "copper, trends = load_copper(), load_trends()\n", + "data_raw = pd.concat([copper, trends], axis=1).dropna()\n" + ] + }, + { + "cell_type": "markdown", + "id": "b857df3b", + "metadata": {}, + "source": [ + "## 2. Statistical Testing" + ] + }, + { + "cell_type": "markdown", + "id": "a9afcc2b", + "metadata": {}, + "source": [ + "### 2.1 Cointegration Testing" + ] + }, + { + "cell_type": "code", + "execution_count": 4, + "id": "d3a6a815", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Table 4 – ADF test\n" + ] + }, + { + "data": { + "text/html": [ + "
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Level pDiff p
Copper mine accident0.00000.0000
Peru copper production0.00000.0000
Congo copper production0.00000.0000
Peru copper mining0.00000.0000
Copper ore reserves0.00000.0000
.........
Building construction copper0.99760.0002
Copper option0.99780.0000
Copper reserves by country0.99850.0000
Mining sanctions0.99880.0002
US copper production1.00000.0000
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tp
Series
Earthquake copper-3.83620.0121
Global GDP growth-3.80620.0133
Copper option-3.64740.0214
Copper resource-3.52200.0305
Mining sanctions-3.49230.0331
Extreme weather-3.49060.0332
Manufacturing PMI-3.35590.0475
Copper mine production-3.34880.0484
US copper production-3.29760.0551
Construction activity-3.29670.0552
Copper mining cost-3.25990.0605
Resource nationalism-3.25210.0616
Copper reserves by country-3.25090.0618
Central bank policies-3.24460.0628
Copper production by country-3.23520.0642
Building construction copper-3.21500.0675
Copper futures-3.20110.0697
Climate change mining-3.17170.0748
World GDP by country-3.16990.0751
Interest rates copper-3.13130.0822
Income-3.09920.0885
Euro exchange rate-3.06720.0951
Transportation disruption-3.03740.1016
London Metal Exchange-3.03630.1018
5G infrastructure-3.02820.1037
Copper fund-3.00830.1082
Copper tariff-3.00490.1090
Copper ore production-3.00370.1093
Electric vehicle demand-2.99500.1114
Copper price news-2.97550.1161
Expected return-2.95310.1218
Developing country GDP-2.80490.1641
Infrastructure spending-2.77930.1724
Copper trade war-2.76460.1772
Terrorist attack-2.71850.1930
Copper derivative-2.70160.1990
Inflation expectations-2.68750.2041
Mining accidents-2.64370.2205
5G technology-2.61480.2309
Stock returns-2.60510.2348
Renewable energy-2.52650.2675
Hurricane copper-2.50700.2760
Copper project-2.49270.2823
Pandemic copper-2.45640.2986
Steel production-2.35260.3476
COVID copper-2.34500.3513
Federal Reserve policy-2.29820.3745
Copper mining-2.17510.4372
LME copper prices-2.16340.4433
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" + ], + "text/plain": [ + " t p\n", + "Series \n", + "Earthquake copper -3.8362 0.0121\n", + "Global GDP growth -3.8062 0.0133\n", + "Copper option -3.6474 0.0214\n", + "Copper resource -3.5220 0.0305\n", + "Mining sanctions -3.4923 0.0331\n", + "Extreme weather -3.4906 0.0332\n", + "Manufacturing PMI -3.3559 0.0475\n", + "Copper mine production -3.3488 0.0484\n", + "US copper production -3.2976 0.0551\n", + "Construction activity -3.2967 0.0552\n", + "Copper mining cost -3.2599 0.0605\n", + "Resource nationalism -3.2521 0.0616\n", + "Copper reserves by country -3.2509 0.0618\n", + "Central bank policies -3.2446 0.0628\n", + "Copper production by country -3.2352 0.0642\n", + "Building construction copper -3.2150 0.0675\n", + "Copper futures -3.2011 0.0697\n", + "Climate change mining -3.1717 0.0748\n", + "World GDP by country -3.1699 0.0751\n", + "Interest rates copper -3.1313 0.0822\n", + "Income -3.0992 0.0885\n", + "Euro exchange rate -3.0672 0.0951\n", + "Transportation disruption -3.0374 0.1016\n", + "London Metal Exchange -3.0363 0.1018\n", + "5G infrastructure -3.0282 0.1037\n", + "Copper fund -3.0083 0.1082\n", + "Copper tariff -3.0049 0.1090\n", + "Copper ore production -3.0037 0.1093\n", + "Electric vehicle demand -2.9950 0.1114\n", + "Copper price news -2.9755 0.1161\n", + "Expected return -2.9531 0.1218\n", + "Developing country GDP -2.8049 0.1641\n", + "Infrastructure spending -2.7793 0.1724\n", + "Copper trade war -2.7646 0.1772\n", + "Terrorist attack -2.7185 0.1930\n", + "Copper derivative -2.7016 0.1990\n", + "Inflation expectations -2.6875 0.2041\n", + "Mining accidents -2.6437 0.2205\n", + "5G technology -2.6148 0.2309\n", + "Stock returns -2.6051 0.2348\n", + "Renewable energy -2.5265 0.2675\n", + "Hurricane copper -2.5070 0.2760\n", + "Copper project -2.4927 0.2823\n", + "Pandemic copper -2.4564 0.2986\n", + "Steel production -2.3526 0.3476\n", + "COVID copper -2.3450 0.3513\n", + "Federal Reserve policy -2.2982 0.3745\n", + "Copper mining -2.1751 0.4372\n", + "LME copper prices -2.1634 0.4433" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "adf_p = lambda s: adfuller(s.dropna(), autolag=\"AIC\")[1]\n", + "\n", + "# Table 4 – stationarity\n", + "tab4 = pd.DataFrame({\"Level p\": [adf_p(data_raw[c]) for c in data_raw.columns],\n", + " \"Diff p\" : [adf_p(data_raw[c].diff()) for c in data_raw.columns]},\n", + " index=data_raw.columns).sort_values(\"Level p\")\n", + "save_and_show(tab4, RESULTS_DIR/\"Table_4_ADF.csv\", \"Table 4 – ADF test\")\n", + "\n", + "i1 = tab4.index[(tab4[\"Level p\"]>ALPHA_ADF)&(tab4[\"Diff p\"]\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", + "
SeriesLagp
270Building construction copper10.3519
271Building construction copper20.6065
272Building construction copper30.6258
273Building construction copper40.1334
274Building construction copper50.2144
............
337World GDP by country140.6044
338World GDP by country150.5643
339World GDP by country160.4896
340World GDP by country170.5719
341World GDP by country180.6135
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396 rows × 3 columns

\n", + "" + ], + "text/plain": [ + " Series Lag p\n", + "270 Building construction copper 1 0.3519\n", + "271 Building construction copper 2 0.6065\n", + "272 Building construction copper 3 0.6258\n", + "273 Building construction copper 4 0.1334\n", + "274 Building construction copper 5 0.2144\n", + ".. ... ... ...\n", + "337 World GDP by country 14 0.6044\n", + "338 World GDP by country 15 0.5643\n", + "339 World GDP by country 16 0.4896\n", + "340 World GDP by country 17 0.5719\n", + "341 World GDP by country 18 0.6135\n", + "\n", + "[396 rows x 3 columns]" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Table 6 – full Granger matrix\n", + "gc_rows=[]\n", + "for s in cointegrated:\n", + " for lag in range(1, MAX_LAG_GC+1):\n", + " p=grangercausalitytests(\n", + " np.column_stack([data_raw[\"Copper_Price\"],data_raw[s]]),\n", + " maxlag=lag, verbose=False)[lag][0][\"ssr_ftest\"][1]\n", + " gc_rows.append({\"Series\":s,\"Lag\":lag,\"p\":p})\n", + "df_gc=pd.DataFrame(gc_rows).sort_values([\"Series\",\"Lag\"])\n", + "save_and_show(df_gc, RESULTS_DIR/\"Table_6_Granger.csv\",\n", + " \"Table 6 – Granger causality (all lags)\")" + ] + }, + { + "cell_type": "markdown", + "id": "50fc80e7", + "metadata": {}, + "source": [ + "### 2.3 Feature Selection Results" + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "id": "3b94577a", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Feature Selection Results:\n", + "\n", + "Features with p < 0.01: 0\n", + "[]\n", + "\n", + "Features with p < 0.05: 7\n", + "['Earthquake copper', 'Copper option', 'Copper resource', 'Copper mining cost', 'Central bank policies', 'Copper futures', 'Euro exchange rate']\n", + "\n", + "Features with p < 0.10: 10\n", + "['Earthquake copper', 'Copper option', 'Copper resource', 'Manufacturing PMI', 'Copper mining cost', 'Central bank policies', 'Copper futures', 'Climate change mining', 'World GDP by country', 'Euro exchange rate']\n" + ] + } + ], + "source": [ + "# tier dictionary & printed lists\n", + "tiers={a:[s for s in cointegrated if min(\n", + " df_gc.loc[df_gc[\"Series\"]==s,\"p\"])\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", + " \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", + " \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", + "
Min pBest Lagp<0.01p<0.05p<0.10
Series
Copper mining cost0.01177FalseTrueTrue
Earthquake copper0.012717FalseTrueTrue
Euro exchange rate0.01621FalseTrueTrue
Copper futures0.018517FalseTrueTrue
Central bank policies0.02651FalseTrueTrue
Copper option0.04291FalseTrueTrue
Copper resource0.04831FalseTrueTrue
Manufacturing PMI0.060811FalseFalseTrue
Climate change mining0.066915FalseFalseTrue
World GDP by country0.07331FalseFalseTrue
Copper production by country0.118812FalseFalseFalse
Building construction copper0.12796FalseFalseFalse
Interest rates copper0.16481FalseFalseFalse
Mining sanctions0.17158FalseFalseFalse
Construction activity0.174415FalseFalseFalse
Extreme weather0.18181FalseFalseFalse
Copper reserves by country0.18897FalseFalseFalse
Resource nationalism0.190816FalseFalseFalse
Income0.237716FalseFalseFalse
Copper mine production0.24616FalseFalseFalse
US copper production0.33561FalseFalseFalse
Global GDP growth0.46041FalseFalseFalse
\n", + "" + ], + "text/plain": [ + " Min p Best Lag p<0.01 p<0.05 p<0.10\n", + "Series \n", + "Copper mining cost 0.0117 7 False True True\n", + "Earthquake copper 0.0127 17 False True True\n", + "Euro exchange rate 0.0162 1 False True True\n", + "Copper futures 0.0185 17 False True True\n", + "Central bank policies 0.0265 1 False True True\n", + "Copper option 0.0429 1 False True True\n", + "Copper resource 0.0483 1 False True True\n", + "Manufacturing PMI 0.0608 11 False False True\n", + "Climate change mining 0.0669 15 False False True\n", + "World GDP by country 0.0733 1 False False True\n", + "Copper production by country 0.1188 12 False False False\n", + "Building construction copper 0.1279 6 False False False\n", + "Interest rates copper 0.1648 1 False False False\n", + "Mining sanctions 0.1715 8 False False False\n", + "Construction activity 0.1744 15 False False False\n", + "Extreme weather 0.1818 1 False False False\n", + "Copper reserves by country 0.1889 7 False False False\n", + "Resource nationalism 0.1908 16 False False False\n", + "Income 0.2377 16 False False False\n", + "Copper mine production 0.2461 6 False False False\n", + "US copper production 0.3356 1 False False False\n", + "Global GDP growth 0.4604 1 False False False" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Table 7 – Summary of Granger-causal Google-Trend series\n", + "summary_rows = []\n", + "for series in cointegrated:\n", + " # p-values by lag for this series\n", + " pvals = df_gc.loc[df_gc[\"Series\"] == series, [\"Lag\", \"p\"]]\n", + " best_row = pvals.loc[pvals[\"p\"].idxmin()] # row with min p\n", + " best_lag = int(best_row[\"Lag\"])\n", + " min_p = float(best_row[\"p\"])\n", + "\n", + " summary_rows.append({\n", + " \"Series\" : series,\n", + " \"Min p\" : min_p,\n", + " \"Best Lag\" : best_lag,\n", + " \"p<0.01\" : min_p < 0.01,\n", + " \"p<0.05\" : min_p < 0.05,\n", + " \"p<0.10\" : min_p < 0.10\n", + " })\n", + "\n", + "# build tidy dataframe\n", + "df_summary = (pd.DataFrame(summary_rows)\n", + " .set_index(\"Series\")\n", + " .sort_values(\"Min p\"))\n", + "\n", + "# save & show\n", + "save_and_show(df_summary,\n", + " RESULTS_DIR / \"Table_7_Summary.csv\",\n", + " \"Table 7 – Granger-causal summary\")\n" + ] + }, + { + "cell_type": "markdown", + "id": "797d3e4c", + "metadata": {}, + "source": [ + "## 3. Dataset construction" + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "id": "062553f7", + "metadata": {}, + "outputs": [], + "source": [ + "def lag_df(feats: List[str], lag: int):\n", + " out={\"Copper_Price\":data_raw[\"Copper_Price\"]}\n", + " out.update({f\"{f}_lag{lag}\":data_raw[f].shift(lag) for f in feats})\n", + " return pd.DataFrame(out).dropna()\n", + "\n", + "datasets={}\n", + "for a in TIERS_TO_BUILD:\n", + " if tiers[a]:\n", + " key=f\"{a:.2f}\" # keeps 0.10 instead of 0.1\n", + " datasets[key]=max([lag_df(tiers[a],lg) for lg in LAG_GRID], key=len)\n", + "\n", + "# copper-only baseline\n", + "datasets[\"without\"]=pd.concat(\n", + " [data_raw[\"Copper_Price\"],\n", + " data_raw[\"Copper_Price\"].shift(1).rename(\"Copper_Price_lag1\")],\n", + " axis=1).dropna()" + ] + }, + { + "cell_type": "markdown", + "id": "2b94ce19", + "metadata": {}, + "source": [ + "## 4. Model settings" + ] + }, + { + "cell_type": "code", + "execution_count": 8, + "id": "afc5a526", + "metadata": {}, + "outputs": [], + "source": [ + "def _rs(model,space,X,y):\n", + " pdist={k:(uniform(lo,hi-lo) if k in (\"max_features\",\"subsample\",\"colsample_bytree\",\"gamma\",\"learning_rate\")\n", + " else loguniform(lo,hi) if k==\"learning_rate\" else randint(lo,hi))\n", + " for k,(lo,hi) in space.items()}\n", + " return RandomizedSearchCV(model,pdist,n_iter=40,\n", + " cv=TimeSeriesSplit(CV_SPLITS),\n", + " scoring=\"neg_root_mean_squared_error\",\n", + " n_jobs=-1,random_state=42).fit(X,y).best_estimator_\n", + "\n", + "def tune_trees(X,y):\n", + " base={\"RF\":RandomForestRegressor(random_state=42),\n", + " \"ET\":ExtraTreesRegressor(random_state=42),\n", + " \"AdaBoost\":AdaBoostRegressor(random_state=42),\n", + " \"GBDT\":GradientBoostingRegressor(random_state=42),\n", + " \"XGB\":XGBRegressor(random_state=42,objective=\"reg:squarederror\")}\n", + " return {n:_rs(cl,HP_SPACE[n],X,y) for n,cl in base.items()}\n", + "\n", + "def tune_others(X,y):\n", + " tuned={\"LR\":LinearRegression().fit(X,y)}\n", + " tuned[\"SVR\"]=RandomizedSearchCV(\n", + " SVR(),{\"C\":loguniform(1e-1,1e3),\"gamma\":loguniform(1e-4,1e-1),\n", + " \"epsilon\":uniform(0,0.2)}, n_iter=30,\n", + " cv=TimeSeriesSplit(CV_SPLITS),\n", + " scoring=\"neg_root_mean_squared_error\", n_jobs=-1,\n", + " random_state=42).fit(X,y).best_estimator_\n", + " tuned[\"MLP\"]=RandomizedSearchCV(\n", + " MLPRegressor(max_iter=1000,random_state=42),\n", + " {\"hidden_layer_sizes\":[(50,),(100,),(50,50)],\n", + " \"alpha\":loguniform(1e-5,1e-1),\n", + " \"learning_rate_init\":loguniform(1e-4,1e-2)},\n", + " n_iter=20, cv=TimeSeriesSplit(CV_SPLITS),\n", + " scoring=\"neg_root_mean_squared_error\").fit(X,y).best_estimator_\n", + " return tuned\n", + "\n", + "def build_seq(cell=\"LSTM\"):\n", + " m=models.Sequential([layers.Input(shape=(1,1)),\n", + " (layers.LSTM if cell==\"LSTM\" else layers.GRU)(32), layers.Dense(1)])\n", + " m.compile(optimizer=\"adam\",loss=\"mse\"); return m\n", + "\n", + "def fit_seq(fun,X,y):\n", + " m=fun()\n", + " m.fit(X.values.reshape(-1,1,1),y.values,\n", + " epochs=100,verbose=0,\n", + " callbacks=[callbacks.EarlyStopping(patience=10,restore_best_weights=True)])\n", + " return m\n", + "\n", + "def stack_one(name, est):\n", + " return StackingRegressor([(name,est)],LinearRegression(),\n", + " cv=KFold(CV_SPLITS,shuffle=False),passthrough=True,n_jobs=-1)\n", + "\n", + "def stack_combo(tree_dict):\n", + " return StackingRegressor(list(tree_dict.items()),LinearRegression(),\n", + " cv=KFold(CV_SPLITS,shuffle=False),passthrough=True,n_jobs=-1)\n" + ] + }, + { + "cell_type": "markdown", + "id": "9ab9ed3e", + "metadata": {}, + "source": [ + "## 5. Model Training & evaluation" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "id": "6976b88e", + "metadata": {}, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\u001b[1m2/2\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 56ms/step\n", + "\u001b[1m2/2\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 65ms/step\n", + "WARNING:tensorflow:5 out of the last 5 calls to .one_step_on_data_distributed at 0x16bc76fc0> triggered tf.function retracing. Tracing is expensive and the excessive number of tracings could be due to (1) creating @tf.function repeatedly in a loop, (2) passing tensors with different shapes, (3) passing Python objects instead of tensors. For (1), please define your @tf.function outside of the loop. For (2), @tf.function has reduce_retracing=True option that can avoid unnecessary retracing. For (3), please refer to https://www.tensorflow.org/guide/function#controlling_retracing and https://www.tensorflow.org/api_docs/python/tf/function for more details.\n", + "\u001b[1m1/2\u001b[0m \u001b[32m━━━━━━━━━━\u001b[0m\u001b[37m━━━━━━━━━━\u001b[0m \u001b[1m0s\u001b[0m 52ms/stepWARNING:tensorflow:6 out of the last 6 calls to .one_step_on_data_distributed at 0x16bc76fc0> triggered tf.function retracing. Tracing is expensive and the excessive number of tracings could be due to (1) creating @tf.function repeatedly in a loop, (2) passing tensors with different shapes, (3) passing Python objects instead of tensors. For (1), please define your @tf.function outside of the loop. For (2), @tf.function has reduce_retracing=True option that can avoid unnecessary retracing. For (3), please refer to https://www.tensorflow.org/guide/function#controlling_retracing and https://www.tensorflow.org/api_docs/python/tf/function for more details.\n", + "\u001b[1m2/2\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 60ms/step\n", + "\u001b[1m2/2\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 62ms/step\n", + "\u001b[1m2/2\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 51ms/step\n", + "\u001b[1m2/2\u001b[0m \u001b[32m━━━━━━━━━━━━━━━━━━━━\u001b[0m\u001b[37m\u001b[0m \u001b[1m0s\u001b[0m 61ms/step\n", + "\n", + "Table 8 – RMSE\n" + ] + }, + { + "data": { + "text/html": [ + "
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Without Google Trendsp-value ≤ 5%p-value ≤ 10%
RMSENo.RMSENo.RMSENo.
Model
RF0.29110.4830.7210
ET0.28100.4940.699
AdaBoost0.30120.5060.7411
GBDT0.30130.63121.0515
XGB0.31140.57110.638
LR0.2510.5050.453
SVR0.2530.65130.9012
MLP0.2791.36161.1316
RF_LR0.2550.5070.465
ET_LR0.2670.5190.422
AdaBoost_LR0.2520.5180.454
GBDT_LR0.2540.51100.391
XGB_LR0.2680.4820.547
ET_AdaBoost_GBDT_Xgboost_RF_LR0.2660.4310.506
LSTM0.43150.94140.9113
GRU0.46160.95150.9514
\n", + "
" + ], + "text/plain": [ + " Without Google Trends p-value ≤ 5% \\\n", + " RMSE No. RMSE No. \n", + "Model \n", + "RF 0.29 11 0.48 3 \n", + "ET 0.28 10 0.49 4 \n", + "AdaBoost 0.30 12 0.50 6 \n", + "GBDT 0.30 13 0.63 12 \n", + "XGB 0.31 14 0.57 11 \n", + "LR 0.25 1 0.50 5 \n", + "SVR 0.25 3 0.65 13 \n", + "MLP 0.27 9 1.36 16 \n", + "RF_LR 0.25 5 0.50 7 \n", + "ET_LR 0.26 7 0.51 9 \n", + "AdaBoost_LR 0.25 2 0.51 8 \n", + "GBDT_LR 0.25 4 0.51 10 \n", + "XGB_LR 0.26 8 0.48 2 \n", + "ET_AdaBoost_GBDT_Xgboost_RF_LR 0.26 6 0.43 1 \n", + "LSTM 0.43 15 0.94 14 \n", + "GRU 0.46 16 0.95 15 \n", + "\n", + " p-value ≤ 10% \n", + " RMSE No. \n", + "Model \n", + "RF 0.72 10 \n", + "ET 0.69 9 \n", + "AdaBoost 0.74 11 \n", + "GBDT 1.05 15 \n", + "XGB 0.63 8 \n", + "LR 0.45 3 \n", + "SVR 0.90 12 \n", + "MLP 1.13 16 \n", + "RF_LR 0.46 5 \n", + "ET_LR 0.42 2 \n", + "AdaBoost_LR 0.45 4 \n", + "GBDT_LR 0.39 1 \n", + "XGB_LR 0.54 7 \n", + "ET_AdaBoost_GBDT_Xgboost_RF_LR 0.50 6 \n", + "LSTM 0.91 13 \n", + "GRU 0.95 14 " + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Table 9 – MAPE\n" + ] + }, + { + "data": { + "text/html": [ + "
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Without Google Trendsp-value ≤ 5%p-value ≤ 10%
MAPENo.MAPENo.MAPENo.
Model
RF5.09%118.87%214.70%10
ET4.99%108.99%414.15%9
AdaBoost5.24%128.94%314.70%11
GBDT5.39%1312.13%1223.08%15
XGB5.41%1410.38%1011.86%8
LR4.69%310.07%68.88%3
SVR4.65%212.85%1317.86%12
MLP4.58%123.90%1623.10%16
RF_LR4.77%610.18%79.16%5
ET_LR4.81%710.31%98.27%2
AdaBoost_LR4.75%410.28%88.93%4
GBDT_LR4.75%510.49%117.89%1
XGB_LR4.85%99.20%510.81%7
ET_AdaBoost_GBDT_Xgboost_RF_LR4.82%88.67%19.65%6
LSTM8.13%1520.36%1419.66%13
GRU8.71%1620.66%1520.60%14
\n", + "
" + ], + "text/plain": [ + " Without Google Trends p-value ≤ 5% \\\n", + " MAPE No. MAPE No. \n", + "Model \n", + "RF 5.09% 11 8.87% 2 \n", + "ET 4.99% 10 8.99% 4 \n", + "AdaBoost 5.24% 12 8.94% 3 \n", + "GBDT 5.39% 13 12.13% 12 \n", + "XGB 5.41% 14 10.38% 10 \n", + "LR 4.69% 3 10.07% 6 \n", + "SVR 4.65% 2 12.85% 13 \n", + "MLP 4.58% 1 23.90% 16 \n", + "RF_LR 4.77% 6 10.18% 7 \n", + "ET_LR 4.81% 7 10.31% 9 \n", + "AdaBoost_LR 4.75% 4 10.28% 8 \n", + "GBDT_LR 4.75% 5 10.49% 11 \n", + "XGB_LR 4.85% 9 9.20% 5 \n", + "ET_AdaBoost_GBDT_Xgboost_RF_LR 4.82% 8 8.67% 1 \n", + "LSTM 8.13% 15 20.36% 14 \n", + "GRU 8.71% 16 20.66% 15 \n", + "\n", + " p-value ≤ 10% \n", + " MAPE No. \n", + "Model \n", + "RF 14.70% 10 \n", + "ET 14.15% 9 \n", + "AdaBoost 14.70% 11 \n", + "GBDT 23.08% 15 \n", + "XGB 11.86% 8 \n", + "LR 8.88% 3 \n", + "SVR 17.86% 12 \n", + "MLP 23.10% 16 \n", + "RF_LR 9.16% 5 \n", + "ET_LR 8.27% 2 \n", + "AdaBoost_LR 8.93% 4 \n", + "GBDT_LR 7.89% 1 \n", + "XGB_LR 10.81% 7 \n", + "ET_AdaBoost_GBDT_Xgboost_RF_LR 9.65% 6 \n", + "LSTM 19.66% 13 \n", + "GRU 20.60% 14 " + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Table 10 – Dstat\n" + ] + }, + { + "data": { + "text/html": [ + "
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Without Google Trendsp-value ≤ 5%p-value ≤ 10%
DstatNo.DstatNo.DstatNo.
Model
RF0.5650.5660.5610
ET0.6510.5660.5114
AdaBoost0.5830.44140.4715
GBDT0.6020.53110.588
XGB0.49160.33160.1916
LR0.5650.5660.703
SVR0.5650.53110.588
MLP0.5650.44140.5311
RF_LR0.5650.5660.703
ET_LR0.5650.5830.721
AdaBoost_LR0.5650.6010.703
GBDT_LR0.5650.6010.721
XGB_LR0.5830.5830.703
ET_AdaBoost_GBDT_Xgboost_RF_LR0.5650.5830.607
LSTM0.5650.53110.5311
GRU0.5650.5660.5311
\n", + "
" + ], + "text/plain": [ + " Without Google Trends p-value ≤ 5% \\\n", + " Dstat No. Dstat No. \n", + "Model \n", + "RF 0.56 5 0.56 6 \n", + "ET 0.65 1 0.56 6 \n", + "AdaBoost 0.58 3 0.44 14 \n", + "GBDT 0.60 2 0.53 11 \n", + "XGB 0.49 16 0.33 16 \n", + "LR 0.56 5 0.56 6 \n", + "SVR 0.56 5 0.53 11 \n", + "MLP 0.56 5 0.44 14 \n", + "RF_LR 0.56 5 0.56 6 \n", + "ET_LR 0.56 5 0.58 3 \n", + "AdaBoost_LR 0.56 5 0.60 1 \n", + "GBDT_LR 0.56 5 0.60 1 \n", + "XGB_LR 0.58 3 0.58 3 \n", + "ET_AdaBoost_GBDT_Xgboost_RF_LR 0.56 5 0.58 3 \n", + "LSTM 0.56 5 0.53 11 \n", + "GRU 0.56 5 0.56 6 \n", + "\n", + " p-value ≤ 10% \n", + " Dstat No. \n", + "Model \n", + "RF 0.56 10 \n", + "ET 0.51 14 \n", + "AdaBoost 0.47 15 \n", + "GBDT 0.58 8 \n", + "XGB 0.19 16 \n", + "LR 0.70 3 \n", + "SVR 0.58 8 \n", + "MLP 0.53 11 \n", + "RF_LR 0.70 3 \n", + "ET_LR 0.72 1 \n", + "AdaBoost_LR 0.70 3 \n", + "GBDT_LR 0.72 1 \n", + "XGB_LR 0.70 3 \n", + "ET_AdaBoost_GBDT_Xgboost_RF_LR 0.60 7 \n", + "LSTM 0.53 11 \n", + "GRU 0.53 11 " + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Table 11 – combined\n" + ] + }, + { + "data": { + "text/html": [ + "
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Dataset0.050.10without
ModelCriterion
AdaBoostDstat0.440.470.58
MAPE8.94%14.70%5.24%
RMSE0.500.740.30
AdaBoost_LRDstat0.600.700.56
MAPE10.28%8.93%4.75%
RMSE0.510.450.25
ETDstat0.560.510.65
MAPE8.99%14.15%4.99%
RMSE0.490.690.28
ET_AdaBoost_GBDT_Xgboost_RF_LRDstat0.580.600.56
MAPE8.67%9.65%4.82%
RMSE0.430.500.26
ET_LRDstat0.580.720.56
MAPE10.31%8.27%4.81%
RMSE0.510.420.26
GBDTDstat0.530.580.60
MAPE12.13%23.08%5.39%
RMSE0.631.050.30
GBDT_LRDstat0.600.720.56
MAPE10.49%7.89%4.75%
RMSE0.510.390.25
GRUDstat0.560.530.56
MAPE20.66%20.60%8.71%
RMSE0.950.950.46
LRDstat0.560.700.56
MAPE10.07%8.88%4.69%
RMSE0.500.450.25
LSTMDstat0.530.530.56
MAPE20.36%19.66%8.13%
RMSE0.940.910.43
MLPDstat0.440.530.56
MAPE23.90%23.10%4.58%
RMSE1.361.130.27
RFDstat0.560.560.56
MAPE8.87%14.70%5.09%
RMSE0.480.720.29
RF_LRDstat0.560.700.56
MAPE10.18%9.16%4.77%
RMSE0.500.460.25
SVRDstat0.530.580.56
MAPE12.85%17.86%4.65%
RMSE0.650.900.25
XGBDstat0.330.190.49
MAPE10.38%11.86%5.41%
RMSE0.570.630.31
XGB_LRDstat0.580.700.58
MAPE9.20%10.81%4.85%
RMSE0.480.540.26
\n", + "
" + ], + "text/plain": [ + "Dataset 0.05 0.10 without\n", + "Model Criterion \n", + "AdaBoost Dstat 0.44 0.47 0.58\n", + " MAPE 8.94% 14.70% 5.24%\n", + " RMSE 0.50 0.74 0.30\n", + "AdaBoost_LR Dstat 0.60 0.70 0.56\n", + " MAPE 10.28% 8.93% 4.75%\n", + " RMSE 0.51 0.45 0.25\n", + "ET Dstat 0.56 0.51 0.65\n", + " MAPE 8.99% 14.15% 4.99%\n", + " RMSE 0.49 0.69 0.28\n", + "ET_AdaBoost_GBDT_Xgboost_RF_LR Dstat 0.58 0.60 0.56\n", + " MAPE 8.67% 9.65% 4.82%\n", + " RMSE 0.43 0.50 0.26\n", + "ET_LR Dstat 0.58 0.72 0.56\n", + " MAPE 10.31% 8.27% 4.81%\n", + " RMSE 0.51 0.42 0.26\n", + "GBDT Dstat 0.53 0.58 0.60\n", + " MAPE 12.13% 23.08% 5.39%\n", + " RMSE 0.63 1.05 0.30\n", + "GBDT_LR Dstat 0.60 0.72 0.56\n", + " MAPE 10.49% 7.89% 4.75%\n", + " RMSE 0.51 0.39 0.25\n", + "GRU Dstat 0.56 0.53 0.56\n", + " MAPE 20.66% 20.60% 8.71%\n", + " RMSE 0.95 0.95 0.46\n", + "LR Dstat 0.56 0.70 0.56\n", + " MAPE 10.07% 8.88% 4.69%\n", + " RMSE 0.50 0.45 0.25\n", + "LSTM Dstat 0.53 0.53 0.56\n", + " MAPE 20.36% 19.66% 8.13%\n", + " RMSE 0.94 0.91 0.43\n", + "MLP Dstat 0.44 0.53 0.56\n", + " MAPE 23.90% 23.10% 4.58%\n", + " RMSE 1.36 1.13 0.27\n", + "RF Dstat 0.56 0.56 0.56\n", + " MAPE 8.87% 14.70% 5.09%\n", + " RMSE 0.48 0.72 0.29\n", + "RF_LR Dstat 0.56 0.70 0.56\n", + " MAPE 10.18% 9.16% 4.77%\n", + " RMSE 0.50 0.46 0.25\n", + "SVR Dstat 0.53 0.58 0.56\n", + " MAPE 12.85% 17.86% 4.65%\n", + " RMSE 0.65 0.90 0.25\n", + "XGB Dstat 0.33 0.19 0.49\n", + " MAPE 10.38% 11.86% 5.41%\n", + " RMSE 0.57 0.63 0.31\n", + "XGB_LR Dstat 0.58 0.70 0.58\n", + " MAPE 9.20% 10.81% 4.85%\n", + " RMSE 0.48 0.54 0.26" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "name": "stdout", + "output_type": "stream", + "text": [ + "\n", + "Table 12 – IR_Dstat (%)\n" + ] + }, + { + "data": { + "text/html": [ + "
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Tier0.0500
Model
AdaBoost-24.00%
AdaBoost_LR8.33%
ET-14.29%
ET_AdaBoost_GBDT_Xgboost_RF_LR4.17%
ET_LR4.17%
GBDT-11.54%
GBDT_LR8.33%
GRU0.00%
LR0.00%
LSTM-4.17%
MLP-20.83%
RF0.00%
RF_LR0.00%
SVR-4.17%
XGB-33.33%
XGB_LR0.00%
\n", + "
" + ], + "text/plain": [ + "Tier 0.0500\n", + "Model \n", + "AdaBoost -24.00%\n", + "AdaBoost_LR 8.33%\n", + "ET -14.29%\n", + "ET_AdaBoost_GBDT_Xgboost_RF_LR 4.17%\n", + "ET_LR 4.17%\n", + "GBDT -11.54%\n", + "GBDT_LR 8.33%\n", + "GRU 0.00%\n", + "LR 0.00%\n", + "LSTM -4.17%\n", + "MLP -20.83%\n", + "RF 0.00%\n", + "RF_LR 0.00%\n", + "SVR -4.17%\n", + "XGB -33.33%\n", + "XGB_LR 0.00%" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "results, preds, banks = {}, {}, {} # banks keeps (bank,X_te,y_te) per tier\n", + "for key, df in datasets.items():\n", + " X,y=df.drop(columns=\"Copper_Price\"),df[\"Copper_Price\"]\n", + " cut=int(len(X)*0.83)\n", + " X_tr,X_te,y_tr,y_te = X.iloc[:cut],X.iloc[cut:],y.iloc[:cut],y.iloc[cut:]\n", + "\n", + " trees, others = tune_trees(X_tr,y_tr), tune_others(X_tr,y_tr)\n", + " seq_col=\"Copper_Price_lag1\" if \"Copper_Price_lag1\" in X_tr else X_tr.columns[0]\n", + " lstm=fit_seq(lambda:build_seq(\"LSTM\"),X_tr[seq_col].to_frame(),y_tr)\n", + " gru =fit_seq(lambda:build_seq(\"GRU\" ),X_tr[seq_col].to_frame(),y_tr)\n", + " seq_wrap={\"LSTM\":lambda Xf:lstm.predict(Xf[seq_col].to_frame()\n", + " .values.reshape(-1,1,1)).ravel(),\n", + " \"GRU\" :lambda Xf: gru.predict(Xf[seq_col].to_frame()\n", + " .values.reshape(-1,1,1)).ravel()}\n", + " stacks={f\"{n}_LR\":stack_one(n,e).fit(X_tr,y_tr) for n,e in trees.items()}\n", + " combo=stack_combo(trees).fit(X_tr,y_tr)\n", + " bank={**trees,**others,**stacks,\n", + " \"ET_AdaBoost_GBDT_Xgboost_RF_LR\":combo,**seq_wrap}\n", + " banks[key]=(bank,X_te,y_te) # store for later importance plot\n", + "\n", + " rows,pred_col=[],{}\n", + " for n,mdl in bank.items():\n", + " pred=mdl(X_te) if callable(mdl) else mdl.predict(X_te)\n", + " rows.append(dict(Model=n,\n", + " RMSE=np.sqrt(mean_squared_error(y_te,pred)),\n", + " MAPE=mean_absolute_percentage_error(y_te,pred)*100,\n", + " Dstat=np.mean((np.diff(y_te)*np.diff(pred))>0)))\n", + " pred_col[n]=pd.Series(pred,index=y_te.index)\n", + " results[key]=pd.DataFrame(rows).set_index(\"Model\")\n", + " preds[key]=pd.DataFrame(pred_col)\n", + "\n", + "# Tables 8-10\n", + "save_and_show(paper_style(pd.concat({k:d[\"RMSE\"] for k,d in results.items()},axis=1),\"RMSE\"),\n", + " MODEL_DIR/\"Table_8_RMSE.csv\",\"Table 8 – RMSE\")\n", + "save_and_show(paper_style(pd.concat({k:d[\"MAPE\"] for k,d in results.items()},axis=1),\"MAPE\"),\n", + " MODEL_DIR/\"Table_9_MAPE.csv\",\"Table 9 – MAPE\")\n", + "save_and_show(paper_style(pd.concat({k:d[\"Dstat\"]for k,d in results.items()},axis=1),\"Dstat\"),\n", + " MODEL_DIR/\"Table_10_Dstat.csv\",\"Table 10 – Dstat\")\n", + "\n", + "# Table 11\n", + "rec=[]\n", + "for d,df in results.items():\n", + " for m,row in df.iterrows():\n", + " for c in (\"RMSE\",\"MAPE\",\"Dstat\"):\n", + " rec.append(dict(Model=m,Criterion=c,Dataset=d,Value=row[c]))\n", + "tbl11=pd.DataFrame(rec).pivot_table(index=[\"Model\",\"Criterion\"],\n", + " columns=\"Dataset\",values=\"Value\")\n", + "for c,f in {\"RMSE\":\"{:.2f}\",\"MAPE\":\"{:.2f}%\",\"Dstat\":\"{:.2f}\"}.items():\n", + " tbl11.loc[(slice(None),c),:]=tbl11.loc[(slice(None),c),:].applymap(lambda x:f.format(x))\n", + "save_and_show(tbl11, MODEL_DIR/\"Table_11_Comparison.csv\",\"Table 11 – combined\")\n", + "\n", + "# Table 12 (only IR_Dstat)\n", + "if \"without\" in results:\n", + " base=results[\"without\"]\n", + " rows=[]\n", + " for t in TIERS_TO_BUILD:\n", + " k=str(t)\n", + " if k not in results: continue\n", + " comp=results[k]\n", + " for mdl in comp.index.intersection(base.index):\n", + " b,c=base.loc[mdl,\"Dstat\"],comp.loc[mdl,\"Dstat\"]\n", + " rows.append(dict(Model=mdl,Tier=t,IR_Dstat=(c-b)/b*100))\n", + " tbl12=pd.DataFrame(rows).pivot(index=\"Model\",columns=\"Tier\",values=\"IR_Dstat\")\\\n", + " .applymap(\"{:.2f}%\".format).sort_index(axis=1)\n", + " save_and_show(tbl12, MODEL_DIR/\"Table_12_ImprovementRates.csv\",\n", + " \"Table 12 – IR_Dstat (%)\")\n" + ] + }, + { + "cell_type": "markdown", + "id": "2aa94a89", + "metadata": {}, + "source": [ + "## 6. Feature importance" + ] + }, + { + "cell_type": "code", + "execution_count": 10, + "id": "8768e915", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# feature-importance for GBDT_LR tier 0.10\n", + "tier_imp = \"0.10\" \n", + "bank, X_te, y_te = banks[tier_imp]\n", + "\n", + "gbdt_lr = bank[\"GBDT_LR\"]\n", + "gbdt_base = gbdt_lr.named_estimators_[\"GBDT\"]\n", + "\n", + "imp_tree = pd.Series(gbdt_base.feature_importances_,\n", + " index=X_te.columns, name=\"TreeGain\")\n", + "imp_perm = pd.Series(\n", + " permutation_importance(\n", + " gbdt_lr, X_te, y_te,\n", + " n_repeats=30,\n", + " scoring=\"neg_root_mean_squared_error\",\n", + " random_state=42,\n", + " n_jobs=-1,\n", + " ).importances_mean,\n", + " index=X_te.columns,\n", + " name=\"PermDrop\",\n", + ")\n", + "\n", + "perm = permutation_importance(\n", + " gbdt_lr, X_te, y_te,\n", + " n_repeats=30,\n", + " scoring=\"neg_root_mean_squared_error\",\n", + " random_state=42,\n", + " n_jobs=-1\n", + ")\n", + "imp_perm = pd.Series(perm.importances_mean, index=X_te.columns,\n", + " name=\"PermDrop\")\n", + "\n", + "# pick top-N and clean labels\n", + "top_perm = (imp_perm.sort_values(ascending=False)\n", + " .head(15)\n", + " .rename(lambda s: s.replace(\"_lag1\",\"\")\n", + " .replace(\"_lag\",\"\"))) # strip suffix\n", + "\n", + "# ── plot ----------------------------------------------------------------\n", + "ax = top_perm.plot.barh(color=\"steelblue\", figsize=(8, 6))\n", + "ax.invert_yaxis()\n", + "ax.set_title(\"GBDT_LR – permutation importance (tier 0·10)\")\n", + "ax.set_xlabel(\"PermDrop (↑ more important)\")\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "id": "1298d37b", + "metadata": {}, + "source": [ + "## 7. Result Visualization" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "id": "ce35f2ab", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Figure 4\n", + "gt=tiers[0.05][:6]\n", + "if gt:\n", + " half=len(gt)//2 or 1\n", + " fig,axs=plt.subplots(2,1,figsize=(14,10),sharex=True)\n", + " for ax,sub in zip(axs,(gt[:half],gt[half:])):\n", + " ax.plot(data_raw.index,data_raw[\"Copper_Price\"],color=\"navy\",lw=2)\n", + " axr=ax.twinx()\n", + " for g in sub: axr.plot(data_raw.index,data_raw[g],\"--\",lw=1.5,label=g)\n", + " axr.legend(loc=\"upper left\",bbox_to_anchor=(1.02,1))\n", + " axs[0].set_title(\"(a) Copper price & first GT set\")\n", + " axs[1].set_title(\"(b) Copper price & remaining GT set\")\n", + " plt.tight_layout(); plt.savefig(MODEL_DIR/\"Fig4_Copper_vs_GTrends_split.png\",dpi=120); plt.show()\n" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "id": "3f87b71e", + "metadata": {}, + "outputs": [ + { + "data": { + "image/png": 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+ "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "# Figure 5\n", + "k=str(TIER_FOR_PLOT)\n", + "if k in preds:\n", + " plt.figure(figsize=(14,7))\n", + " actual=datasets[k][\"Copper_Price\"].loc[preds[k].index]\n", + " plt.plot(actual.index,actual,lw=2,label=\"Actual\")\n", + " for mdl in preds[k]:\n", + " plt.plot(preds[k].index,preds[k][mdl],\"--\",lw=2,label=mdl)\n", + " plt.title(f\"Forecasts (GT p < {TIER_FOR_PLOT})\")\n", + " plt.grid(True, axis=\"y\", linestyle=\"--\", alpha=0.3)\n", + "\n", + " # move legend **outside** the plotting area, upper-left\n", + " plt.legend(loc=\"upper left\",\n", + " bbox_to_anchor=(0.01, 0.99), # x, y in axes fraction\n", + " frameon=False, ncol=1)\n", + "\n", + " plt.tight_layout()" + ] + } + ], + "metadata": { + "kernelspec": { + "display_name": "base", + "language": "python", + "name": "python3" + }, + "language_info": { + "codemirror_mode": { + "name": "ipython", + "version": 3 + }, + "file_extension": ".py", + "mimetype": "text/x-python", + "name": "python", + "nbconvert_exporter": "python", + "pygments_lexer": "ipython3", + "version": "3.12.2" + } + }, + "nbformat": 4, + "nbformat_minor": 5 +} diff --git a/Copper Google Trend Analysis/Copper Prices.csv b/Copper Google Trend Analysis/Copper Prices.csv new file mode 100644 index 0000000000000000000000000000000000000000..6856d661390e18ecb6df25df000ac5ff37a7ffae --- /dev/null +++ b/Copper Google Trend Analysis/Copper Prices.csv @@ -0,0 +1,259 @@ +Month,Price +2004-01,1.346 +2004-02,1.36 +2004-03,1.2075 +2004-04,1.2775 +2004-05,1.208 +2004-06,1.308 +2004-07,1.281 +2004-08,1.396 +2004-09,1.3375 +2004-10,1.434 +2004-11,1.4525 +2004-12,1.435 +2005-01,1.4985 +2005-02,1.5025 +2005-03,1.464 +2005-04,1.4565 +2005-05,1.51 +2005-06,1.6445 +2005-07,1.6195 +2005-08,1.7275 +2005-09,1.811 +2005-10,1.926 +2005-11,2.042 +2005-12,2.2285 +2006-01,2.1785 +2006-02,2.463 +2006-03,3.2205 +2006-04,3.624 +2006-05,3.355 +2006-06,3.57 +2006-07,3.456 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Analysis/Statistical Testing Results/Table_4_ADF.csv new file mode 100644 index 0000000000000000000000000000000000000000..3d0f8477c5b0c0a60c70137272fbe45ec39d462c --- /dev/null +++ b/Copper Google Trend Analysis/Statistical Testing Results/Table_4_ADF.csv @@ -0,0 +1,103 @@ +,Level p,Diff p +Copper mine accident,3.535822854758892e-29,1.6192251047210357e-15 +Peru copper production,4.9807074634256134e-29,2.762895613548531e-19 +Congo copper production,5.707711776768571e-29,1.3210327968427853e-14 +Peru copper mining,1.2925073139545075e-28,6.900876146817244e-12 +Copper ore reserves,1.5202208909059278e-28,1.564601172862709e-13 +Chile copper production,2.2175817777611325e-28,1.3276364276860077e-15 +COMEX copper futures,3.1137382088731315e-28,1.3865745781146922e-20 +Copper cathode production,2.2011744592797444e-27,4.0140209789256276e-12 +Long term government bond yield,3.1017583294434726e-27,1.7615820169263549e-15 +Mining natural disaster,1.6283670569652785e-15,2.2092704673611757e-17 +Banking crisis,8.558022420104581e-10,2.6383611885174672e-17 +International trade copper,2.5654136908951734e-09,1.6837130880398447e-14 +Iran Iraq War,1.87859970361131e-06,4.1394370440125064e-13 +Commodity speculation,5.728210908466442e-06,1.8180169289049854e-13 +China copper demand,1.490456283454734e-05,8.582830294244782e-10 +Energy crisis,0.00018754046064799803,1.3136371770502428e-11 +Copper ETF,0.00023629398984110374,8.046601802635439e-13 +Electronics manufacturing,0.00031013742071435944,0.3753185878556755 +US dollar index,0.0003666079799520619,1.3277735234992307e-11 +Conflicts,0.0004368031816966765,0.004573959698753526 +Brexit,0.0007656833334341122,2.991942610881602e-14 +Congo copper,0.001033869629325473,1.1744376734967008e-09 +Copper mine strike,0.0013903957053198602,5.0338514390790386e-21 +Bloomberg,0.0016148125080819218,1.573431630046435e-13 +Copper smelter,0.0017951152058511776,1.659965351711022e-07 +2008 crisis,0.0019224686114609464,3.3177176945871265e-19 +Power grid expansion,0.0025318877472383875,2.509052863649862e-12 +Dollar index,0.0026771681128322147,5.7091255421429265e-11 +Copper refinery,0.0031305049069946644,4.349461364626356e-09 +China copper production,0.003488805891324154,3.689275585292899e-15 +Middle East conflicts,0.004691010185894697,3.7534131669620035e-09 +Aluminum production,0.004809129495695689,0.0005139050976089987 +Economy recession,0.008365989817114804,0.001394309667155909 +Emerging market currencies,0.014687396171564662,1.2174734870905161e-24 +Economy,0.014912982459199725,0.00022025523766200874 +Landslide copper mine,0.014991902726698562,4.2568470213100643e-13 +Scrap copper prices,0.02584441023028897,0.007437406590211528 +Foreign exchange rates,0.02699213443439051,4.178404229844384e-14 +COVID,0.028661773002016718,6.754485620707077e-29 +Copper futures prices,0.030078966450554176,5.280646303908171e-12 +Volatility index,0.04147675049881857,3.2736279433191087e-22 +Copper concentrate,0.04243546384526277,0.00041848788927619244 +Commodity index funds,0.04903733056076268,3.2696295356200663e-06 +RMB exchange rate,0.05191620862557478,4.951267792775241e-12 +Recycled copper,0.0530315531329813,4.738249670257068e-09 +Currency exchange rates,0.057637829527592076,2.2786212510791602e-14 +Copper_Price,0.06117658637961335,0.00010263854753282995 +Global copper production,0.06176731397784865,1.701246451550925e-14 +Copper mining companies,0.06419724439552746,3.6508884139516865e-05 +Yahoo finance,0.08107687146535542,9.614877092914082e-21 +Copper price forecast,0.08187034366637574,3.870167256012104e-30 +Trade war,0.09571198689422172,0.003646257587469706 +Copper trade war,0.1255946277540108,5.931936584724093e-21 +COVID copper,0.1265045352685717,1.8267030964784805e-21 +Copper futures,0.14062031620244148,1.5962498416783893e-05 +Terrorist attack,0.14400070610092397,1.9903683146151438e-14 +Infrastructure spending,0.15008140912306783,1.409147034410421e-08 +Steel production,0.1661516625521996,0.0006540151904162724 +Pandemic copper,0.23176746567653134,4.358811346415309e-08 +Copper mining,0.2521530248686059,0.0009992635173586488 +Copper fund,0.323105705134363,1.5234996874880086e-16 +LME copper prices,0.3409615321581942,1.5513516425638042e-15 +Earthquake copper,0.3581193399975523,7.979014097566171e-22 +London Metal Exchange,0.4521615256366781,1.5652958749584384e-05 +Copper project,0.48967969215516116,2.7923784015822277e-08 +Stock returns,0.5219069092044479,0.0056971539273552455 +Global GDP growth,0.5694247053709006,0.00022958647346028781 +Copper derivative,0.5735664207895925,7.287978026983413e-18 +Mining accidents,0.629037803293586,9.288396407671928e-14 +5G technology,0.6355154417389832,0.00039816736466991866 +Inflation expectations,0.6425069519826584,1.653801676213756e-05 +Euro exchange rate,0.6516417950265387,2.146506535742817e-19 +Copper price news,0.7036467822038672,2.531273868984024e-14 +Copper resource,0.7152965260221557,2.0825462851226547e-06 +Manufacturing PMI,0.7247489876555481,1.1160177939476117e-18 +Renewable energy,0.7541083438691464,6.419705458829234e-06 +Hurricane copper,0.7566445214382178,3.353734365884648e-17 +Federal Reserve policy,0.7616656646162006,8.036029226738216e-09 +Copper ore production,0.8195694472553214,6.078524821941104e-14 +World GDP by country,0.8418470692122875,2.1385180503321466e-06 +5G infrastructure,0.8476590313215393,0.004915778617521559 +Expected return,0.8612449961368498,2.63002559114045e-08 +Resource nationalism,0.8757850398228744,5.395706657589841e-17 +Developing country GDP,0.8957631735952694,2.4961419443296952e-08 +Transportation disruption,0.9628001515722426,7.474569419935304e-13 +Copper mining cost,0.9707809565263033,1.7093162810813803e-07 +Interest rates copper,0.9819078148900503,3.0127667048380025e-13 +Central bank policies,0.9824092103907627,1.707699345429703e-22 +Copper mine production,0.9840727711382228,4.9569828610517355e-14 +Electric vehicle demand,0.9878637987826493,3.595024619349482e-18 +Climate change mining,0.9880705634884601,9.963751625418387e-15 +Copper tariff,0.9899721493535698,0.0007046407695574598 +Extreme weather,0.9918108028045577,8.612262655899683e-06 +Income,0.9944132575392279,2.0757126010037437e-07 +Copper production by country,0.9956608081343674,1.779286683772412e-15 +Construction activity,0.9969463733233154,0.0004709503138748472 +China US trade tensions,0.9971039748746882,0.17629208583397193 +Building construction copper,0.9976195055175102,0.00015786951020005716 +Copper option,0.997838717414535,5.653857589650637e-07 +Copper reserves by country,0.9984664812631824,2.812159319302836e-12 +Mining sanctions,0.998764233388087,0.0001634156899367049 +US copper production,1.0,8.161927307028725e-07 diff --git a/Copper Google Trend Analysis/Statistical Testing Results/Table_5_Cointegration.csv b/Copper Google Trend Analysis/Statistical Testing Results/Table_5_Cointegration.csv new file mode 100644 index 0000000000000000000000000000000000000000..7f827c87eeffcdac218c306db5be5e92fd24644d --- /dev/null +++ b/Copper Google Trend Analysis/Statistical Testing Results/Table_5_Cointegration.csv @@ -0,0 +1,50 @@ +Series,t,p +Earthquake copper,-3.836193986534993,0.012121973020181902 +Global GDP growth,-3.8062417642871065,0.013298344796628801 +Copper option,-3.6474391846948975,0.021377413639966057 +Copper resource,-3.521950274767432,0.030498524337834506 +Mining sanctions,-3.492257733582103,0.03308792247937194 +Extreme weather,-3.490565755071241,0.033240927357505216 +Manufacturing PMI,-3.355919907443933,0.04748773217788454 +Copper mine production,-3.348776514657444,0.04836688103250688 +US copper production,-3.2975814252561144,0.05506759324117884 +Construction activity,-3.2966992936225163,0.0551893782842158 +Copper mining cost,-3.259857346390231,0.06047494307948303 +Resource nationalism,-3.252134993474408,0.06163316419051498 +Copper reserves by country,-3.250930069008052,0.06181548635355391 +Central bank policies,-3.244636043175873,0.06277494516508687 +Copper production by country,-3.2352192895057987,0.06423279103799406 +Building construction copper,-3.2150271169015445,0.06745051945873283 +Copper futures,-3.201109667194533,0.0697424248209411 +Climate change mining,-3.171735244899578,0.07478316134875765 +World GDP by country,-3.1698673347187043,0.0751131934665724 +Interest rates copper,-3.1313053310025647,0.0821865962443139 +Income,-3.0992321510112357,0.08845713242369069 +Euro exchange rate,-3.0671881915691914,0.09508500639657147 +Transportation disruption,-3.0374380753585255,0.1015723858327039 +London Metal Exchange,-3.0363394995629056,0.10181820761722932 +5G infrastructure,-3.0282111297013934,0.10365104864502628 +Copper fund,-3.0082838738488378,0.10824953580824881 +Copper tariff,-3.004934270494431,0.10903727920671841 +Copper ore production,-3.003721691216743,0.10932350218246645 +Electric vehicle demand,-2.994983086085838,0.11140283042733795 +Copper price news,-2.975508976250262,0.1161423787515154 +Expected return,-2.953145371591672,0.1217671547927835 +Developing country GDP,-2.804905988519383,0.16412869309290234 +Infrastructure spending,-2.779271212157762,0.17236932059057358 +Copper trade war,-2.764635273051433,0.17719665399348533 +Terrorist attack,-2.7185202416048666,0.19298850396908684 +Copper derivative,-2.701621009109052,0.1989961965415608 +Inflation expectations,-2.687540931545285,0.20409164785567468 +Mining accidents,-2.643729081829891,0.22046616753625115 +5G technology,-2.614812661244401,0.230904597113541 +Stock returns,-2.605136964660901,0.23476509342442808 +Renewable energy,-2.5265482846213376,0.2674876329062514 +Hurricane copper,-2.507029080977044,0.2759778158693795 +Copper project,-2.4926747281549795,0.28230921713284474 +Pandemic copper,-2.4563676463830593,0.29864356459195524 +Steel production,-2.352555794050982,0.3476417834487969 +COVID copper,-2.3450200474669294,0.35131635398723304 +Federal Reserve policy,-2.2981827174302207,0.37445994302739816 +Copper mining,-2.175120758434993,0.4372278375037041 +LME copper prices,-2.1633727440664505,0.44332387508578297 diff --git a/Copper Google Trend Analysis/Statistical Testing Results/Table_6_Granger.csv b/Copper Google Trend Analysis/Statistical Testing Results/Table_6_Granger.csv new file mode 100644 index 0000000000000000000000000000000000000000..d3be8e2b0b61c93715365fc2cf7800eb71f12551 --- /dev/null +++ b/Copper Google Trend Analysis/Statistical Testing Results/Table_6_Granger.csv @@ -0,0 +1,397 @@ +,Series,Lag,p +270,Building construction copper,1,0.35190648707571415 +271,Building construction copper,2,0.6064823874040137 +272,Building construction copper,3,0.6257804763826977 +273,Building construction copper,4,0.13338334978980332 +274,Building construction copper,5,0.2143958344605491 +275,Building construction copper,6,0.12792762890965584 +276,Building construction copper,7,0.203057430618104 +277,Building construction copper,8,0.3455178221757399 +278,Building construction copper,9,0.28239869368244563 +279,Building construction copper,10,0.36956543242366385 +280,Building construction copper,11,0.2323876661212104 +281,Building construction copper,12,0.26688343171505713 +282,Building construction copper,13,0.3594034440977682 +283,Building construction copper,14,0.33531178180953214 +284,Building construction copper,15,0.3987060306271094 +285,Building construction copper,16,0.4616765626066339 +286,Building construction copper,17,0.5243808186893948 +287,Building construction copper,18,0.4984565529154502 +234,Central bank policies,1,0.026450794653495934 +235,Central bank policies,2,0.03583398221771594 +236,Central bank policies,3,0.0477527043659473 +237,Central bank policies,4,0.03890033069166786 +238,Central bank policies,5,0.06413836535013277 +239,Central bank policies,6,0.03637982299563285 +240,Central bank policies,7,0.05648715724567109 +241,Central bank policies,8,0.13799692743512704 +242,Central bank policies,9,0.1792798818002691 +243,Central bank policies,10,0.2435450079108697 +244,Central bank policies,11,0.054927786413957375 +245,Central bank policies,12,0.07907279706091094 +246,Central bank policies,13,0.15732777725599398 +247,Central bank policies,14,0.20870782333317128 +248,Central bank policies,15,0.2740434613803874 +249,Central bank policies,16,0.2018381608994144 +250,Central bank policies,17,0.25066809212886415 +251,Central bank policies,18,0.2995577841933504 +306,Climate change mining,1,0.34558613183096165 +307,Climate change mining,2,0.3535359220896879 +308,Climate change mining,3,0.3258012210303186 +309,Climate change mining,4,0.34841755841519767 +310,Climate change mining,5,0.4736679251103538 +311,Climate change mining,6,0.48653542593967203 +312,Climate change mining,7,0.5856060791744255 +313,Climate change mining,8,0.3228424614044971 +314,Climate change mining,9,0.4251603501320806 +315,Climate change mining,10,0.4984410921061181 +316,Climate change mining,11,0.5211095259030336 +317,Climate change mining,12,0.3983674527720677 +318,Climate change mining,13,0.11119303713319487 +319,Climate change mining,14,0.12294594885246066 +320,Climate change mining,15,0.0668913184437979 +321,Climate change mining,16,0.0990495237761374 +322,Climate change mining,17,0.10844500319940698 +323,Climate change mining,18,0.14066554968703382 +162,Construction activity,1,0.26457730920395445 +163,Construction activity,2,0.5062031958847426 +164,Construction activity,3,0.48943324455909787 +165,Construction activity,4,0.5690161426955563 +166,Construction activity,5,0.6296177719389005 +167,Construction activity,6,0.7026225276844447 +168,Construction activity,7,0.23244909730935145 +169,Construction activity,8,0.19616000035437092 +170,Construction activity,9,0.22480017843186142 +171,Construction activity,10,0.28124731905216227 +172,Construction activity,11,0.2789756744200565 +173,Construction activity,12,0.29350829942349826 +174,Construction activity,13,0.3241107954799619 +175,Construction activity,14,0.27983545887564976 +176,Construction activity,15,0.17435671593449947 +177,Construction activity,16,0.19679939986673742 +178,Construction activity,17,0.24697476521498185 +179,Construction activity,18,0.22768314467703685 +288,Copper futures,1,0.1999651593530873 +289,Copper futures,2,0.3829692350967798 +290,Copper futures,3,0.27900403785038486 +291,Copper futures,4,0.24900923098478697 +292,Copper futures,5,0.07553708314858448 +293,Copper futures,6,0.10424967449852285 +294,Copper futures,7,0.1135699366778482 +295,Copper futures,8,0.04964901616389209 +296,Copper futures,9,0.03492514271399774 +297,Copper futures,10,0.041781059912821335 +298,Copper futures,11,0.07899728078486133 +299,Copper futures,12,0.07448332329850267 +300,Copper futures,13,0.04517404839062463 +301,Copper futures,14,0.032126602874114805 +302,Copper futures,15,0.038546619157112015 +303,Copper futures,16,0.029065079468142133 +304,Copper futures,17,0.018547993081150425 +305,Copper futures,18,0.028952115941009486 +126,Copper mine production,1,0.5951871072807248 +127,Copper mine production,2,0.8337537458750499 +128,Copper mine production,3,0.4803996376080828 +129,Copper mine production,4,0.4440636709891159 +130,Copper mine production,5,0.5963448935021906 +131,Copper mine production,6,0.24606170794554924 +132,Copper mine production,7,0.367905244436137 +133,Copper mine production,8,0.5111963611814423 +134,Copper mine production,9,0.586761108234118 +135,Copper mine production,10,0.6686626721253113 +136,Copper mine production,11,0.7531143948910044 +137,Copper mine production,12,0.7631338458600108 +138,Copper mine production,13,0.874082363662161 +139,Copper mine production,14,0.8449267698529422 +140,Copper mine production,15,0.7956191785967048 +141,Copper mine production,16,0.7632995297653948 +142,Copper mine production,17,0.8096867140474404 +143,Copper mine production,18,0.8447678934991211 +180,Copper mining cost,1,0.7323036631345528 +181,Copper mining cost,2,0.19951807893105195 +182,Copper mining cost,3,0.25827753908726164 +183,Copper mining cost,4,0.32798750713442426 +184,Copper mining cost,5,0.39465336732641754 +185,Copper mining cost,6,0.04052744779257583 +186,Copper mining cost,7,0.011675994257156829 +187,Copper mining cost,8,0.02067127301999626 +188,Copper mining cost,9,0.0341382806331224 +189,Copper mining cost,10,0.02631206327027794 +190,Copper mining cost,11,0.027221515544661092 +191,Copper mining cost,12,0.025670856601132327 +192,Copper mining cost,13,0.04647808754271881 +193,Copper mining cost,14,0.05782938070190913 +194,Copper mining cost,15,0.06868641998213058 +195,Copper mining cost,16,0.050440183760943974 +196,Copper mining cost,17,0.030629462330280053 +197,Copper mining cost,18,0.03098282795429501 +36,Copper option,1,0.04286238361360327 +37,Copper option,2,0.1128229232726779 +38,Copper option,3,0.07642452123698869 +39,Copper option,4,0.14178116717821063 +40,Copper option,5,0.2206208848031921 +41,Copper option,6,0.2557131710179161 +42,Copper option,7,0.36022785807575 +43,Copper option,8,0.3855482410709355 +44,Copper option,9,0.352954086395146 +45,Copper option,10,0.1553699148361126 +46,Copper option,11,0.12466986051834217 +47,Copper option,12,0.06916867272923004 +48,Copper option,13,0.07270224828494057 +49,Copper option,14,0.1100808894263122 +50,Copper option,15,0.14047126575422045 +51,Copper option,16,0.16054351523911978 +52,Copper option,17,0.20643314694653014 +53,Copper option,18,0.15070987532982566 +252,Copper production by country,1,0.3094942191779383 +253,Copper production by country,2,0.5209886505246559 +254,Copper production by country,3,0.22052746817000543 +255,Copper production by country,4,0.3409090144561512 +256,Copper production by country,5,0.4597472394967068 +257,Copper production by country,6,0.28079082480879036 +258,Copper production by country,7,0.3412609979105098 +259,Copper production by country,8,0.22015112025706962 +260,Copper production by country,9,0.3036255210189403 +261,Copper production by country,10,0.16513871585677958 +262,Copper production by country,11,0.126577625436821 +263,Copper production by country,12,0.1187821549292014 +264,Copper production by country,13,0.16412981736884485 +265,Copper production by country,14,0.2243047110816149 +266,Copper production by country,15,0.272132835413221 +267,Copper production by country,16,0.34234576181023035 +268,Copper production by country,17,0.38607139993638223 +269,Copper production by country,18,0.3993587133797533 +216,Copper reserves by country,1,0.854386466728519 +217,Copper reserves by country,2,0.3285720191329961 +218,Copper reserves by country,3,0.3670882599630281 +219,Copper reserves by country,4,0.529908854270219 +220,Copper reserves by country,5,0.6487444610051698 +221,Copper reserves by country,6,0.44330505217173033 +222,Copper reserves by country,7,0.18886663279541735 +223,Copper reserves by country,8,0.39825448181478834 +224,Copper reserves by country,9,0.46521195389289927 +225,Copper reserves by country,10,0.5625763333639453 +226,Copper reserves by country,11,0.6575706863331869 +227,Copper reserves by country,12,0.42735887401895295 +228,Copper reserves by country,13,0.5449879695487267 +229,Copper reserves by country,14,0.6157547937164265 +230,Copper reserves by country,15,0.4618679140286459 +231,Copper reserves by country,16,0.4471454002714702 +232,Copper reserves by country,17,0.48147317412336355 +233,Copper reserves by country,18,0.5517528447061328 +54,Copper resource,1,0.0482505350589343 +55,Copper resource,2,0.12147751365946517 +56,Copper resource,3,0.17425479527858476 +57,Copper resource,4,0.2827998657997676 +58,Copper resource,5,0.31456948867882234 +59,Copper resource,6,0.4275637226261777 +60,Copper resource,7,0.2408926742556082 +61,Copper resource,8,0.16892770481543892 +62,Copper resource,9,0.2655206145357791 +63,Copper resource,10,0.35235123133378776 +64,Copper resource,11,0.36685749707100446 +65,Copper resource,12,0.4443725861889195 +66,Copper resource,13,0.5279610858458423 +67,Copper resource,14,0.6134641873371927 +68,Copper resource,15,0.6798360286274945 +69,Copper resource,16,0.6586949651618041 +70,Copper resource,17,0.5411422077434147 +71,Copper resource,18,0.4996380511054068 +0,Earthquake copper,1,0.5365241548563782 +1,Earthquake copper,2,0.5888103767673522 +2,Earthquake copper,3,0.39281621271240513 +3,Earthquake copper,4,0.5418617844322929 +4,Earthquake copper,5,0.4003256782226626 +5,Earthquake copper,6,0.030547975124542773 +6,Earthquake copper,7,0.04521049519170215 +7,Earthquake copper,8,0.015688312181514542 +8,Earthquake copper,9,0.021190797160962865 +9,Earthquake copper,10,0.03140501718143837 +10,Earthquake copper,11,0.04209849772153828 +11,Earthquake copper,12,0.05772114092185506 +12,Earthquake copper,13,0.07357753666981313 +13,Earthquake copper,14,0.08577602148198171 +14,Earthquake copper,15,0.036337494037327125 +15,Earthquake copper,16,0.025535047806352865 +16,Earthquake copper,17,0.012675969750558317 +17,Earthquake copper,18,0.014205644863527628 +378,Euro exchange rate,1,0.016174792177255985 +379,Euro exchange rate,2,0.047202639318541316 +380,Euro exchange rate,3,0.10183322704862169 +381,Euro exchange rate,4,0.18818161373826517 +382,Euro exchange rate,5,0.146158312936699 +383,Euro exchange rate,6,0.18634335726890044 +384,Euro exchange rate,7,0.1095680926955081 +385,Euro exchange rate,8,0.15744040714664057 +386,Euro exchange rate,9,0.2070960243803389 +387,Euro exchange rate,10,0.2683539330006077 +388,Euro exchange rate,11,0.37647726544473115 +389,Euro exchange rate,12,0.41408566835161975 +390,Euro exchange rate,13,0.44320210757594275 +391,Euro exchange rate,14,0.48094637973307586 +392,Euro exchange rate,15,0.49072060623764013 +393,Euro exchange rate,16,0.44189777770270067 +394,Euro exchange rate,17,0.48326444181886574 +395,Euro exchange rate,18,0.5547865411617479 +90,Extreme weather,1,0.18180063421991682 +91,Extreme weather,2,0.3557985952849534 +92,Extreme weather,3,0.46786951477359207 +93,Extreme weather,4,0.6215991095790964 +94,Extreme weather,5,0.7737860647139698 +95,Extreme weather,6,0.7589927842259908 +96,Extreme weather,7,0.8672517621536799 +97,Extreme weather,8,0.9201879479423714 +98,Extreme weather,9,0.950066297768299 +99,Extreme weather,10,0.9717228583056087 +100,Extreme weather,11,0.9727618725664892 +101,Extreme weather,12,0.9753135537910891 +102,Extreme weather,13,0.9360299984328927 +103,Extreme weather,14,0.9093725095451557 +104,Extreme weather,15,0.9364263636163831 +105,Extreme weather,16,0.819684471561076 +106,Extreme weather,17,0.8392175616453192 +107,Extreme weather,18,0.8761455674754214 +18,Global GDP growth,1,0.46037137504807735 +19,Global GDP growth,2,0.5142642384957148 +20,Global GDP growth,3,0.6116196179458733 +21,Global GDP growth,4,0.6408815853238073 +22,Global GDP growth,5,0.7122454077617546 +23,Global GDP growth,6,0.47357838436848265 +24,Global GDP growth,7,0.6660758381467583 +25,Global GDP growth,8,0.6857426548236512 +26,Global GDP growth,9,0.7638072774117768 +27,Global GDP growth,10,0.7784869703591819 +28,Global GDP growth,11,0.6852616150132178 +29,Global GDP growth,12,0.6348472839958239 +30,Global GDP growth,13,0.5743499896323017 +31,Global GDP growth,14,0.6175159278471297 +32,Global GDP growth,15,0.6819960099860374 +33,Global GDP growth,16,0.48111871291040986 +34,Global GDP growth,17,0.5358451805064759 +35,Global GDP growth,18,0.5812094461506403 +360,Income,1,0.6067528400837545 +361,Income,2,0.8615349751606425 +362,Income,3,0.8466034816982527 +363,Income,4,0.9288324309180405 +364,Income,5,0.9058846756160983 +365,Income,6,0.9502891997728253 +366,Income,7,0.954816364183749 +367,Income,8,0.9841690022089696 +368,Income,9,0.9341568587494748 +369,Income,10,0.728779811126859 +370,Income,11,0.6154155402241122 +371,Income,12,0.6707322383497498 +372,Income,13,0.675110711091521 +373,Income,14,0.674989176322712 +374,Income,15,0.2822653908422821 +375,Income,16,0.23765233846208328 +376,Income,17,0.28938083006625914 +377,Income,18,0.3547319909743431 +342,Interest rates copper,1,0.1648209949076623 +343,Interest rates copper,2,0.33800694396417047 +344,Interest rates copper,3,0.3195860935439583 +345,Interest rates copper,4,0.47961697957522176 +346,Interest rates copper,5,0.32802712849319987 +347,Interest rates copper,6,0.2923259019737591 +348,Interest rates copper,7,0.40896712686166076 +349,Interest rates copper,8,0.5003182884507256 +350,Interest rates copper,9,0.5815870066446117 +351,Interest rates copper,10,0.6731135414700242 +352,Interest rates copper,11,0.643305762027063 +353,Interest rates copper,12,0.7181493061697104 +354,Interest rates copper,13,0.8445883755603346 +355,Interest rates copper,14,0.8169713754654645 +356,Interest rates copper,15,0.8084094863071354 +357,Interest rates copper,16,0.7465497979208463 +358,Interest rates copper,17,0.7919683318494883 +359,Interest rates copper,18,0.8145625204265987 +108,Manufacturing PMI,1,0.3924179882601486 +109,Manufacturing PMI,2,0.5545672490313576 +110,Manufacturing PMI,3,0.7480546394416145 +111,Manufacturing PMI,4,0.44818387692866124 +112,Manufacturing PMI,5,0.6242080596071607 +113,Manufacturing PMI,6,0.48984584780665796 +114,Manufacturing PMI,7,0.5120098671700202 +115,Manufacturing PMI,8,0.10334948563413072 +116,Manufacturing PMI,9,0.1528167998489952 +117,Manufacturing PMI,10,0.06299600357687289 +118,Manufacturing PMI,11,0.060842602779801296 +119,Manufacturing PMI,12,0.08930122009680928 +120,Manufacturing PMI,13,0.07596533150679671 +121,Manufacturing PMI,14,0.08209003557410531 +122,Manufacturing PMI,15,0.10534320505017114 +123,Manufacturing PMI,16,0.12710967720690836 +124,Manufacturing PMI,17,0.16787325442623255 +125,Manufacturing PMI,18,0.20662776200858696 +72,Mining sanctions,1,0.20882289258424486 +73,Mining sanctions,2,0.43027148669852044 +74,Mining sanctions,3,0.5418080140640378 +75,Mining sanctions,4,0.7093660617304713 +76,Mining sanctions,5,0.22359111708098656 +77,Mining sanctions,6,0.21528870911142586 +78,Mining sanctions,7,0.35319953286279065 +79,Mining sanctions,8,0.1715003613235403 +80,Mining sanctions,9,0.25199562452548746 +81,Mining sanctions,10,0.33431838844440465 +82,Mining sanctions,11,0.4890544655554375 +83,Mining sanctions,12,0.3953994539039984 +84,Mining sanctions,13,0.45690794631858733 +85,Mining sanctions,14,0.5288258935192067 +86,Mining sanctions,15,0.5998474280846731 +87,Mining sanctions,16,0.5847280678051455 +88,Mining sanctions,17,0.64106944073531 +89,Mining sanctions,18,0.711207226205729 +198,Resource nationalism,1,0.26735675016773636 +199,Resource nationalism,2,0.4824657800889013 +200,Resource nationalism,3,0.37683759170498304 +201,Resource nationalism,4,0.38380791247117324 +202,Resource nationalism,5,0.34340968266815397 +203,Resource nationalism,6,0.5076746091765341 +204,Resource nationalism,7,0.4500021603943948 +205,Resource nationalism,8,0.3438529827475284 +206,Resource nationalism,9,0.23198093375892573 +207,Resource nationalism,10,0.26462383031501346 +208,Resource nationalism,11,0.3915487416557452 +209,Resource nationalism,12,0.334838641497087 +210,Resource nationalism,13,0.20318536838933 +211,Resource nationalism,14,0.267833096149047 +212,Resource nationalism,15,0.32619760610222326 +213,Resource nationalism,16,0.190773874999163 +214,Resource nationalism,17,0.20404327016827586 +215,Resource nationalism,18,0.25924421073835957 +144,US copper production,1,0.3355890672083931 +145,US copper production,2,0.3414651430194417 +146,US copper production,3,0.48180137649243404 +147,US copper production,4,0.5052126547567883 +148,US copper production,5,0.5377819071026497 +149,US copper production,6,0.5822389783764048 +150,US copper production,7,0.7224347175220753 +151,US copper production,8,0.8597077293022181 +152,US copper production,9,0.7934597938951962 +153,US copper production,10,0.821825085555696 +154,US copper production,11,0.8618606182410866 +155,US copper production,12,0.8590931958374581 +156,US copper production,13,0.8607971456406334 +157,US copper production,14,0.9076909114400472 +158,US copper production,15,0.9174599874505954 +159,US copper production,16,0.9195465519763732 +160,US copper production,17,0.9323228551478102 +161,US copper production,18,0.951804859191691 +324,World GDP by country,1,0.07333928077810188 +325,World GDP by country,2,0.14633892650899516 +326,World GDP by country,3,0.2508706170477314 +327,World GDP by country,4,0.3083780240864125 +328,World GDP by country,5,0.3935011418968693 +329,World GDP by country,6,0.4069389203977723 +330,World GDP by country,7,0.6511203502243781 +331,World GDP by country,8,0.781594291435308 +332,World GDP by country,9,0.7110502670134067 +333,World GDP by country,10,0.7592974293479001 +334,World GDP by country,11,0.7241637152407355 +335,World GDP by country,12,0.46008230178233467 +336,World GDP by country,13,0.49976450752898693 +337,World GDP by country,14,0.6044317879862346 +338,World GDP by country,15,0.5643404372040808 +339,World GDP by country,16,0.48956161277319343 +340,World GDP by country,17,0.5718551383392376 +341,World GDP by country,18,0.6135495087639673 diff --git a/Copper Google Trend Analysis/Statistical Testing Results/Table_7_Summary.csv b/Copper Google Trend Analysis/Statistical Testing Results/Table_7_Summary.csv new file mode 100644 index 0000000000000000000000000000000000000000..a2e6fe9ce17f1f6af604e4b1515585492839bcb6 --- /dev/null +++ b/Copper Google Trend Analysis/Statistical Testing Results/Table_7_Summary.csv @@ -0,0 +1,23 @@ +Series,Min p,Best Lag,p<0.01,p<0.05,p<0.10 +Copper mining cost,0.011675994257156829,7,False,True,True +Earthquake copper,0.012675969750558317,17,False,True,True +Euro exchange rate,0.016174792177255985,1,False,True,True +Copper futures,0.018547993081150425,17,False,True,True +Central bank policies,0.026450794653495934,1,False,True,True +Copper option,0.04286238361360327,1,False,True,True +Copper resource,0.0482505350589343,1,False,True,True +Manufacturing 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