diff --git a/AssetAnalysis/LICENSE b/AssetAnalysis/LICENSE
new file mode 100644
index 0000000..6088fce
--- /dev/null
+++ b/AssetAnalysis/LICENSE
@@ -0,0 +1,21 @@
+MIT License
+
+Copyright (c) 2024 Vahid Naderi
+
+Permission is hereby granted, free of charge, to any person obtaining a copy
+of this software and associated documentation files (the "Software"), to deal
+in the Software without restriction, including without limitation the rights
+to use, copy, modify, merge, publish, distribute, sublicense, and/or sell
+copies of the Software, and to permit persons to whom the Software is
+furnished to do so, subject to the following conditions:
+
+The above copyright notice and this permission notice shall be included in all
+copies or substantial portions of the Software.
+
+THE SOFTWARE IS PROVIDED "AS IS", WITHOUT WARRANTY OF ANY KIND, EXPRESS OR
+IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY,
+FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE
+AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER
+LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM,
+OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE
+SOFTWARE.
diff --git a/AssetAnalysis/analysis.ipynb b/AssetAnalysis/analysis.ipynb
new file mode 100644
index 0000000..a56a01c
--- /dev/null
+++ b/AssetAnalysis/analysis.ipynb
@@ -0,0 +1,1008 @@
+{
+ "cells": [
+ {
+ "cell_type": "markdown",
+ "id": "972102d4",
+ "metadata": {},
+ "source": [
+ "import and read Data"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 1,
+ "id": "d142afdd",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "import pandas as pd \n",
+ "import numpy as np \n",
+ "from common.utils import daily_to_monthly , calculate_change\n",
+ "from automotive.automotive import generate_car_index\n",
+ "from real_estate.real_estates import generate_housing_index\n",
+ "from functools import reduce\n",
+ "import seaborn as sns\n",
+ "import matplotlib.pyplot as plt\n",
+ "from gold.gold import generate_missing_gold\n",
+ "from stock.stocks import generate_missing_stock\n",
+ "from coin.gold_coin import generate_missing_imami\n",
+ "\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 2,
+ "id": "a33312d1",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/html": [
+ "
\n",
+ "\n",
+ "
\n",
+ " \n",
+ " \n",
+ " \n",
+ " Date \n",
+ " Price \n",
+ " \n",
+ " \n",
+ " \n",
+ " \n",
+ " 0 \n",
+ " 1360/07 \n",
+ " 270.0 \n",
+ " \n",
+ " \n",
+ " 1 \n",
+ " 1360/08 \n",
+ " 270.0 \n",
+ " \n",
+ " \n",
+ " 2 \n",
+ " 1360/09 \n",
+ " 270.0 \n",
+ " \n",
+ " \n",
+ " 3 \n",
+ " 1360/10 \n",
+ " 270.0 \n",
+ " \n",
+ " \n",
+ " 4 \n",
+ " 1360/11 \n",
+ " 270.0 \n",
+ " \n",
+ " \n",
+ " ... \n",
+ " ... \n",
+ " ... \n",
+ " \n",
+ " \n",
+ " 505 \n",
+ " 1402/08 \n",
+ " 511658.0 \n",
+ " \n",
+ " \n",
+ " 506 \n",
+ " 1402/09 \n",
+ " 504426.0 \n",
+ " \n",
+ " \n",
+ " 507 \n",
+ " 1402/10 \n",
+ " 514272.0 \n",
+ " \n",
+ " \n",
+ " 508 \n",
+ " 1402/11 \n",
+ " 559332.0 \n",
+ " \n",
+ " \n",
+ " 509 \n",
+ " 1402/12 \n",
+ " 591460.0 \n",
+ " \n",
+ " \n",
+ "
\n",
+ "
510 rows × 2 columns
\n",
+ "
"
+ ],
+ "text/plain": [
+ " Date Price\n",
+ "0 1360/07 270.0\n",
+ "1 1360/08 270.0\n",
+ "2 1360/09 270.0\n",
+ "3 1360/10 270.0\n",
+ "4 1360/11 270.0\n",
+ ".. ... ...\n",
+ "505 1402/08 511658.0\n",
+ "506 1402/09 504426.0\n",
+ "507 1402/10 514272.0\n",
+ "508 1402/11 559332.0\n",
+ "509 1402/12 591460.0\n",
+ "\n",
+ "[510 rows x 2 columns]"
+ ]
+ },
+ "execution_count": 2,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "df_usd = pd.read_csv(\"usd/USD_IRR.csv\")\n",
+ "df_imami = pd.read_csv(\"coin/Imami_coin.csv\")\n",
+ "df_stock = pd.read_csv(\"stock/stock.csv\")\n",
+ "df_gold = pd.read_csv(\"gold/24_carat_gold.csv\")\n",
+ "\n",
+ "df_usd = daily_to_monthly(df_usd) \n",
+ "df_imami = daily_to_monthly(df_imami) \n",
+ "df_stock = daily_to_monthly(df_stock) \n",
+ "df_gold = daily_to_monthly(df_gold) \n",
+ "\n",
+ "df_usd"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "id": "c4cf7dee",
+ "metadata": {},
+ "source": [
+ "Correlation"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 3,
+ "id": "3fb33fd5",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ " usd gold imami stock\n",
+ "usd 1.000 0.996 0.989 0.955\n",
+ "gold 0.996 1.000 0.996 0.955\n",
+ "imami 0.989 0.996 1.000 0.935\n",
+ "stock 0.955 0.955 0.935 1.000\n"
+ ]
+ },
+ {
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "dfs = [\n",
+ " df_usd[[\"Date\", \"Price\"]].rename(columns={\"Price\": \"usd\"}),\n",
+ " df_gold[[\"Date\", \"Price\"]].rename(columns={\"Price\": \"gold\"}),\n",
+ " df_imami[[\"Date\", \"Price\"]].rename(columns={\"Price\": \"imami\"}),\n",
+ " df_stock[[\"Date\", \"Price\"]].rename(columns={\"Price\": \"stock\"}),\n",
+ "]\n",
+ "\n",
+ "\n",
+ "df_merged = reduce(\n",
+ " lambda left, right: pd.merge(left, right, on=\"Date\", how=\"inner\"),\n",
+ " dfs\n",
+ ")\n",
+ "\n",
+ "corr_matrix = df_merged.drop(columns=\"Date\").corr()\n",
+ "print(corr_matrix.round(3))\n",
+ "\n",
+ "plt.figure(figsize=(8, 6))\n",
+ "sns.heatmap(\n",
+ " corr_matrix,\n",
+ " annot=True,\n",
+ " cmap=\"coolwarm\",\n",
+ " center=0,\n",
+ " square=True,\n",
+ " fmt=\".3f\"\n",
+ ")\n",
+ "plt.title(\"Correlation Matrix (1393–1402)\", fontsize=14)\n",
+ "plt.tight_layout()\n",
+ "plt.show()\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 4,
+ "id": "4b65e398",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "iamami / usd = 383.4\n",
+ "gold / usd = 48.5\n",
+ "stock / usd = 3.1\n"
+ ]
+ }
+ ],
+ "source": [
+ "\n",
+ "merged = df_usd[[\"Date\", \"Price\"]].rename(columns={\"Price\": \"usd\"})\n",
+ "merged = merged.merge(df_imami[[\"Date\", \"Price\"]].rename(columns={\"Price\": \"imami\"}), on=\"Date\")\n",
+ "merged = merged.merge(df_gold[[\"Date\", \"Price\"]].rename(columns={\"Price\": \"gold\"}), on=\"Date\")\n",
+ "merged = merged.merge(df_stock[[\"Date\", \"Price\"]].rename(columns={\"Price\": \"stock\"}), on=\"Date\")\n",
+ "\n",
+ "\n",
+ "imami_usd = (merged[\"imami\"] / merged[\"usd\"]).mean()\n",
+ "gold_usd = (merged[\"gold\"] / merged[\"usd\"]).mean()\n",
+ "stock_usd = (merged[\"stock\"] / merged[\"usd\"]).mean()\n",
+ "\n",
+ "print(f\"iamami / usd = {imami_usd:.1f}\")\n",
+ "print(f\"gold / usd = {gold_usd:.1f}\")\n",
+ "print(f\"stock / usd = {stock_usd:.1f}\")"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 5,
+ "id": "07a29157",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "month len 513\n",
+ "first m 1360/07\n",
+ "last m 1403/03\n"
+ ]
+ }
+ ],
+ "source": [
+ "missing_gold = generate_missing_gold(\n",
+ " usd_df=df_usd, \n",
+ " start_date=\"1393/02\", \n",
+ " ratio=48.5\n",
+ ")\n",
+ "\n",
+ "\n",
+ "df_gold_full = pd.concat(\n",
+ " [missing_gold, df_gold],\n",
+ " ignore_index=True\n",
+ ")\n",
+ "\n",
+ "\n",
+ "df_gold_full = df_gold_full.sort_values(\"Date\").reset_index(drop=True)\n",
+ "\n",
+ "\n",
+ "print(\"month len \", len(df_gold_full))\n",
+ "print(\"first m \", df_gold_full[\"Date\"].iloc[0])\n",
+ "print(\"last m \", df_gold_full[\"Date\"].iloc[-1])\n",
+ "\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 6,
+ "id": "71c49f6e",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "month len: 513\n",
+ "first m : 1360/07\n",
+ "last m : 1403/03\n"
+ ]
+ }
+ ],
+ "source": [
+ "missing_stock = generate_missing_stock(\n",
+ " usd_df=df_usd,\n",
+ " start_date=\"1393/04\", \n",
+ " ratio=3.1\n",
+ ")\n",
+ "\n",
+ "\n",
+ "df_stock_full = pd.concat(\n",
+ " [missing_stock, df_stock],\n",
+ " ignore_index=True\n",
+ ")\n",
+ "\n",
+ "\n",
+ "df_stock_full = df_stock_full.sort_values(\"Date\").reset_index(drop=True)\n",
+ "\n",
+ "\n",
+ "print(\"month len:\", len(df_stock_full))\n",
+ "print(\"first m :\", df_stock_full[\"Date\"].iloc[0])\n",
+ "print(\"last m :\", df_stock_full[\"Date\"].iloc[-1])\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "06fda698",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "month len 513\n",
+ "first m 1360/07\n",
+ "last m 1403/03\n"
+ ]
+ }
+ ],
+ "source": [
+ "missing_imami = generate_missing_imami(\n",
+ " usd_df=df_usd,\n",
+ " start_date=\"1389/01\", \n",
+ " ratio=383.4\n",
+ ")\n",
+ "\n",
+ "\n",
+ "df_imami_full = pd.concat(\n",
+ " [missing_imami, df_imami],\n",
+ " ignore_index=True\n",
+ ")\n",
+ "\n",
+ "\n",
+ "df_imami_full = df_imami_full.sort_values(\"Date\").reset_index(drop=True)\n",
+ "\n",
+ "\n",
+ "print(\"month len\", len(df_imami_full))\n",
+ "print(\"first m\", df_imami_full[\"Date\"].iloc[0])\n",
+ "print(\"last m\", df_imami_full[\"Date\"].iloc[-1])\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 8,
+ "id": "bd7279c2",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ " Date Price\n",
+ "0 1360/07 0.00\n",
+ "1 1360/08 0.00\n",
+ "2 1360/09 0.00\n",
+ "3 1360/10 0.00\n",
+ "4 1360/11 0.00\n",
+ ".. ... ...\n",
+ "504 1402/07 90.03\n",
+ "505 1402/08 91.69\n",
+ "506 1402/09 92.01\n",
+ "507 1402/10 91.81\n",
+ "508 1402/11 97.34\n",
+ "\n",
+ "[509 rows x 2 columns]\n",
+ " Date Price\n",
+ "0 1360/07 0.00\n",
+ "1 1360/08 0.00\n",
+ "2 1360/09 0.00\n",
+ "3 1360/10 0.00\n",
+ "4 1360/11 0.00\n",
+ ".. ... ...\n",
+ "504 1402/07 90.51\n",
+ "505 1402/08 93.17\n",
+ "506 1402/09 95.31\n",
+ "507 1402/10 96.96\n",
+ "508 1402/11 98.67\n",
+ "\n",
+ "[509 rows x 2 columns]\n"
+ ]
+ }
+ ],
+ "source": [
+ "df_car = generate_car_index(df_usd)\n",
+ "df_housing = generate_housing_index(df_usd)\n",
+ "\n",
+ "print(df_car.head(-1))\n",
+ "print(df_housing.head(-1))\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 9,
+ "id": "8055eaff",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "df_stock_full = df_stock_full.rename(columns={\"Price\": \"stock_price\"})\n",
+ "df_gold_full = df_gold_full.rename(columns={\"Price\": \"gold_price\"})\n",
+ "df_usd = df_usd.rename(columns={\"Price\": \"usd_price\"})\n",
+ "df_housing = df_housing.rename(columns={\"Price\": \"housing_price\"})\n",
+ "df_car = df_car.rename(columns={\"Price\": \"car_price\"})\n",
+ "df_imami_full = df_imami_full.rename(columns={\"Price\": \"imami_price\"})\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 10,
+ "id": "18e4537c",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "base_df = df_stock_full.copy()\n",
+ "\n",
+ "df_final = base_df.copy()\n",
+ "\n",
+ "df_final = df_final.merge(\n",
+ " df_gold_full,\n",
+ " on=\"Date\",\n",
+ " how=\"left\"\n",
+ ")\n",
+ "\n",
+ "df_final = df_final.merge(\n",
+ " df_usd,\n",
+ " on=\"Date\",\n",
+ " how=\"left\"\n",
+ ")\n",
+ "\n",
+ "df_final = df_final.merge(\n",
+ " df_housing,\n",
+ " on=\"Date\",\n",
+ " how=\"left\"\n",
+ ")\n",
+ "\n",
+ "df_final = df_final.merge(\n",
+ " df_car,\n",
+ " on=\"Date\",\n",
+ " how=\"left\"\n",
+ ")\n",
+ "\n",
+ "df_final = df_final.merge(\n",
+ " df_imami_full,\n",
+ " on=\"Date\",\n",
+ " how=\"left\"\n",
+ ")"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 12,
+ "id": "1668be9d",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "df_final = df_final.sort_values(\"Date\").reset_index(drop=True)\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 13,
+ "id": "341b6856",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "df_final = df_final.sort_values(\"Date\").reset_index(drop=True)\n",
+ "\n",
+ "df_final.ffill(inplace=True)\n",
+ "df_final.bfill(inplace=True)\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 14,
+ "id": "ea1700ec",
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "Date 0\n",
+ "stock_price 0\n",
+ "gold_price 0\n",
+ "usd_price 0\n",
+ "housing_price 0\n",
+ "car_price 0\n",
+ "imami_price 0\n",
+ "dtype: int64\n"
+ ]
+ },
+ {
+ "data": {
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+ " Date stock_price gold_price usd_price housing_price car_price \\\n",
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+ "[513 rows x 7 columns]"
+ ]
+ },
+ "execution_count": 14,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "print(df_final.isna().sum())\n",
+ "df_final"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "736e2e2b",
+ "metadata": {},
+ "outputs": [
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+ "text/plain": [
+ " Date stock_price gold_price usd_price housing_price \\\n",
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+ "512 1403/03 248193.309438 340051.844215 219059.259259 10000.0 \n",
+ "\n",
+ " car_price imami_price \n",
+ "0 100.0 100.000000 \n",
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+ "2 0.0 100.299390 \n",
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+ "[513 rows x 7 columns]"
+ ]
+ },
+ "execution_count": 16,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "for col in [\"housing_price\", \"car_price\"]:\n",
+ " if pd.isna(df_final[col].iloc[0]) or df_final[col].iloc[0] == 0:\n",
+ " df_final[col].iloc[0] = 1.0\n",
+ "\n",
+ "\n",
+ "df_norm = df_final.copy()\n",
+ "cols = df_final.columns.drop(\"Date\")\n",
+ "\n",
+ "for col in cols:\n",
+ " df_norm[col] = df_norm[col] / df_norm[col].iloc[0] * 100\n",
+ "df_norm"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "dd5fca37",
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "image/png": 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",
+ "text/plain": [
+ ""
+ ]
+ },
+ "metadata": {},
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "import matplotlib.pyplot as plt\n",
+ "\n",
+ "df_plot = df_final.copy()\n",
+ "cols = df_final.columns.drop(\"Date\")\n",
+ "\n",
+ "plt.figure(figsize=(16, 8))\n",
+ "\n",
+ "colors = {\n",
+ " \"stock_price\": \"#1f77b4\",\n",
+ " \"gold_price\": \"#ff7f0e\",\n",
+ " \"usd_price\": \"#2ca02c\",\n",
+ " \"housing_price\": \"#d62728\",\n",
+ " \"car_price\": \"#9467bd\",\n",
+ " \"imami_price\": \"#8c564b\"\n",
+ "}\n",
+ "\n",
+ "\n",
+ "for col in cols:\n",
+ " plt.plot(\n",
+ " range(len(df_plot)),\n",
+ " df_plot[col],\n",
+ " label=col.replace(\"_price\", \"\").capitalize(),\n",
+ " color=colors.get(col, \"black\"),\n",
+ " linewidth=2\n",
+ " )\n",
+ "\n",
+ "\n",
+ "xticks_idx = list(range(0, len(df_plot), 12))\n",
+ "xticks_labels = df_plot[\"Date\"].iloc[xticks_idx]\n",
+ "\n",
+ "plt.xticks(xticks_idx, xticks_labels, rotation=45)\n",
+ "plt.ylabel(\"Index (Base 100)\")\n",
+ "plt.title(\"30-Year Asset Comparison (Base-100)\", fontsize=16)\n",
+ "plt.grid(alpha=0.3)\n",
+ "plt.legend(loc=\"upper left\", fontsize=10)\n",
+ "plt.tight_layout()\n",
+ "plt.show()\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "a267a538",
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "df_final.to_csv(\"df_final.csv\", index=False, encoding=\"utf-8-sig\")\n"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "id": "d888b84b",
+ "metadata": {},
+ "outputs": [],
+ "source": []
+ }
+ ],
+ "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": "3.10.16"
+ }
+ },
+ "nbformat": 4,
+ "nbformat_minor": 5
+}
diff --git a/AssetAnalysis/automotive/__pycache__/automotive.cpython-310.pyc b/AssetAnalysis/automotive/__pycache__/automotive.cpython-310.pyc
new file mode 100644
index 0000000..1672ff3
Binary files /dev/null and b/AssetAnalysis/automotive/__pycache__/automotive.cpython-310.pyc differ
diff --git a/AssetAnalysis/automotive/automotive.py b/AssetAnalysis/automotive/automotive.py
new file mode 100644
index 0000000..dc5f841
--- /dev/null
+++ b/AssetAnalysis/automotive/automotive.py
@@ -0,0 +1,29 @@
+import pandas as pd
+import numpy as np
+
+def generate_car_index(
+ usd_df: pd.DataFrame,
+ window: int = 3,
+ noise_std: float = 0.03,
+ seed: int = 42
+) -> pd.DataFrame:
+
+ np.random.seed(seed)
+
+ df = usd_df.copy()
+
+ smoothed = df["Price"].rolling(
+ window=window,
+ min_periods=1
+ ).mean()
+
+ noise = np.random.normal(0, noise_std, len(df))
+
+ raw_index = smoothed * (1 + noise)
+
+ # نرمالسازی 0–100
+ index_0_100 = 100 * (raw_index - raw_index.min()) / (raw_index.max() - raw_index.min())
+
+ df["Price"] = index_0_100.round(2)
+
+ return df[["Date", "Price"]]
diff --git a/AssetAnalysis/coin/Imami_coin.csv b/AssetAnalysis/coin/Imami_coin.csv
new file mode 100644
index 0000000..eb3a2e8
--- /dev/null
+++ b/AssetAnalysis/coin/Imami_coin.csv
@@ -0,0 +1,4337 @@
+Date,Price
+1389/01/15,2680000
+1389/01/16,2680000
+1389/01/17,2680000
+1389/01/18,2710000
+1389/01/20,2720000
+1389/01/22,2750000
+1389/01/23,2760000
+1389/01/24,2750000
+1389/01/25,2745000
+1389/01/27,2740000
+1389/01/28,2720000
+1389/01/29,2715000
+1389/01/30,2710000
+1389/01/31,2710000
+1389/02/01,2730000
+1389/02/03,2740000
+1389/02/04,2770000
+1389/02/06,2750000
+1389/02/07,2850000
+1389/02/08,2780000
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diff --git a/AssetAnalysis/coin/__pycache__/gold_coin.cpython-310.pyc b/AssetAnalysis/coin/__pycache__/gold_coin.cpython-310.pyc
new file mode 100644
index 0000000..b2aa50f
Binary files /dev/null and b/AssetAnalysis/coin/__pycache__/gold_coin.cpython-310.pyc differ
diff --git a/AssetAnalysis/coin/gold_coin.py b/AssetAnalysis/coin/gold_coin.py
new file mode 100644
index 0000000..362181a
--- /dev/null
+++ b/AssetAnalysis/coin/gold_coin.py
@@ -0,0 +1,30 @@
+# coin/coin.py
+import pandas as pd
+import numpy as np
+
+def generate_missing_imami(
+ usd_df: pd.DataFrame,
+ start_date: str,
+ ratio: float,
+ noise_std: float = 0.02,
+ seed: int = 42
+) -> pd.DataFrame:
+
+ np.random.seed(seed)
+
+ missing_df = usd_df[usd_df["Date"] < start_date].copy()
+
+ if missing_df.empty:
+ return pd.DataFrame(columns=["Date", "Price"])
+
+ noise = np.random.normal(
+ loc=0,
+ scale=noise_std,
+ size=len(missing_df)
+ )
+
+ missing_df["Price"] = (
+ missing_df["Price"] * ratio * (1 + noise)
+ ).round()
+
+ return missing_df[["Date", "Price"]].reset_index(drop=True)
diff --git a/AssetAnalysis/common/utils.py b/AssetAnalysis/common/utils.py
new file mode 100644
index 0000000..2d341ca
--- /dev/null
+++ b/AssetAnalysis/common/utils.py
@@ -0,0 +1,42 @@
+import pandas as pd
+
+
+
+def daily_to_monthly(df: pd.DataFrame) -> pd.DataFrame:
+ if "Date" not in df.columns or "Price" not in df.columns:
+ raise ValueError("DataFrame must contain 'Date' and 'Price' columns.")
+
+ # Validate date format: mu|st be exactly 10 characters (YYYY/MM/DD)
+ date_lengths = df["Date"].astype(str).str.len()
+ if not (date_lengths == 10).all():
+ invalid_dates = df["Date"][date_lengths != 10].unique()
+ raise ValueError(
+ f"Invalid date format. Expected 'YYYY/MM/DD' (10 characters).\n"
+ f"Invalid examples: {invalid_dates[:5]}"
+ )
+
+ df_monthly = df.copy()
+ df_monthly["Date"] = df_monthly["Date"].str[:7]
+
+ result = (
+ df_monthly.groupby("Date")["Price"]
+ .mean()
+ .round()
+ .reset_index()
+ )
+
+ return result
+
+
+def calculate_change(df: pd.DataFrame) -> pd.DataFrame:
+
+ if "Price" not in df.columns:
+ raise ValueError("DataFrame must contain 'Price' column.")
+
+ df = df.copy()
+ df["change"] = df["Price"].pct_change().fillna(0.0).round(4)
+
+ return df
+
+
+
diff --git a/AssetAnalysis/df_final.csv b/AssetAnalysis/df_final.csv
new file mode 100644
index 0000000..c56b5aa
--- /dev/null
+++ b/AssetAnalysis/df_final.csv
@@ -0,0 +1,514 @@
+Date,stock_price,gold_price,usd_price,housing_price,car_price,imami_price
+1360/07,837.0,13095.0,270.0,1.0,1.0,104546.0
+1360/08,837.0,13095.0,270.0,0.0,0.0,103232.0
+1360/09,837.0,13095.0,270.0,0.0,0.0,104859.0
+1360/10,837.0,13095.0,270.0,0.0,0.0,106671.0
+1360/11,921.0,13095.0,270.0,0.0,0.0,103033.0
+1360/12,921.0,14388.0,270.0,0.0,0.0,103033.0
+1361/01,1194.0,15682.0,350.0,0.0,0.01,138428.0
+1361/02,1085.0,16975.0,350.0,0.0,0.01,136250.0
+1361/03,1085.0,16975.0,350.0,0.01,0.01,132930.0
+1361/04,1085.0,16975.0,350.0,0.01,0.02,135646.0
+1361/05,1194.0,16975.0,350.0,0.01,0.01,132946.0
+1361/06,1085.0,16975.0,350.0,0.01,0.01,132940.0
+1361/07,1085.0,16975.0,350.0,0.01,0.02,134839.0
+1361/08,1194.0,16975.0,350.0,0.01,0.01,129055.0
+1361/09,1194.0,16975.0,350.0,0.01,0.01,129561.0
+1361/10,1194.0,16975.0,350.0,0.01,0.01,132681.0
+1361/11,1085.0,16975.0,350.0,0.01,0.01,131472.0
+1361/12,1085.0,18592.0,350.0,0.02,0.02,135033.0
+1362/01,1395.0,20208.0,450.0,0.02,0.02,169397.0
+1362/02,1535.0,21825.0,450.0,0.02,0.02,167657.0
+1362/03,1395.0,21825.0,450.0,0.02,0.04,177587.0
+1362/04,1535.0,21825.0,450.0,0.02,0.03,171751.0
+1362/05,1535.0,21825.0,450.0,0.02,0.03,172763.0
+1362/06,1395.0,21825.0,450.0,0.03,0.03,167614.0
+1362/07,1395.0,21825.0,450.0,0.03,0.03,170652.0
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diff --git a/AssetAnalysis/gold/24_carat_gold.csv b/AssetAnalysis/gold/24_carat_gold.csv
new file mode 100644
index 0000000..d50b5c8
--- /dev/null
+++ b/AssetAnalysis/gold/24_carat_gold.csv
@@ -0,0 +1,2706 @@
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diff --git a/AssetAnalysis/gold/__pycache__/gold.cpython-310.pyc b/AssetAnalysis/gold/__pycache__/gold.cpython-310.pyc
new file mode 100644
index 0000000..34625e9
Binary files /dev/null and b/AssetAnalysis/gold/__pycache__/gold.cpython-310.pyc differ
diff --git a/AssetAnalysis/gold/gold.py b/AssetAnalysis/gold/gold.py
new file mode 100644
index 0000000..ac66ad9
--- /dev/null
+++ b/AssetAnalysis/gold/gold.py
@@ -0,0 +1,23 @@
+# gold/gold.py
+import pandas as pd
+
+def generate_missing_gold(
+ usd_df: pd.DataFrame,
+ start_date: str,
+ ratio: float
+) -> pd.DataFrame:
+
+ missing_df = usd_df[usd_df["Date"] < start_date].copy()
+
+ if missing_df.empty:
+ return pd.DataFrame(columns=["Date", "Price"])
+
+ smoothed_usd = missing_df["Price"].rolling(
+ window=3,
+ center=True,
+ min_periods=1
+ ).mean()
+
+ missing_df["Price"] = (smoothed_usd * ratio).round()
+
+ return missing_df[["Date", "Price"]].reset_index(drop=True)
diff --git a/AssetAnalysis/main.py b/AssetAnalysis/main.py
new file mode 100644
index 0000000..4ee7ff2
--- /dev/null
+++ b/AssetAnalysis/main.py
@@ -0,0 +1,5 @@
+def main(): ...
+
+
+if __name__ == "__main__":
+ main()
diff --git a/AssetAnalysis/real_estate/__pycache__/real_estates.cpython-310.pyc b/AssetAnalysis/real_estate/__pycache__/real_estates.cpython-310.pyc
new file mode 100644
index 0000000..18771a9
Binary files /dev/null and b/AssetAnalysis/real_estate/__pycache__/real_estates.cpython-310.pyc differ
diff --git a/AssetAnalysis/real_estate/real_estates.py b/AssetAnalysis/real_estate/real_estates.py
new file mode 100644
index 0000000..b429068
--- /dev/null
+++ b/AssetAnalysis/real_estate/real_estates.py
@@ -0,0 +1,19 @@
+import pandas as pd
+
+def generate_housing_index(
+ usd_df: pd.DataFrame,
+ window: int = 12
+) -> pd.DataFrame:
+
+ df = usd_df.copy()
+
+ smoothed = df["Price"].rolling(
+ window=window,
+ min_periods=1
+ ).mean()
+
+ index_0_100 = 100 * (smoothed - smoothed.min()) / (smoothed.max() - smoothed.min())
+
+ df["Price"] = index_0_100.round(2)
+
+ return df[["Date", "Price"]]
diff --git a/AssetAnalysis/stock/__pycache__/stocks.cpython-310.pyc b/AssetAnalysis/stock/__pycache__/stocks.cpython-310.pyc
new file mode 100644
index 0000000..90da8b9
Binary files /dev/null and b/AssetAnalysis/stock/__pycache__/stocks.cpython-310.pyc differ
diff --git a/AssetAnalysis/stock/stock.csv b/AssetAnalysis/stock/stock.csv
new file mode 100644
index 0000000..11aae9f
--- /dev/null
+++ b/AssetAnalysis/stock/stock.csv
@@ -0,0 +1,2363 @@
+Date,Price
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diff --git a/AssetAnalysis/stock/stocks.py b/AssetAnalysis/stock/stocks.py
new file mode 100644
index 0000000..757b115
--- /dev/null
+++ b/AssetAnalysis/stock/stocks.py
@@ -0,0 +1,28 @@
+# stock/stock.py
+import pandas as pd
+import numpy as np
+
+def generate_missing_stock(
+ usd_df: pd.DataFrame,
+ start_date: str,
+ ratio: float,
+ gap_factor: float = 0.1,
+ gap_prob: float = 0.3,
+ seed: int = 42
+) -> pd.DataFrame:
+
+ np.random.seed(seed)
+
+ missing_df = usd_df[usd_df["Date"] < start_date].copy()
+
+ if missing_df.empty:
+ return pd.DataFrame(columns=["Date", "Price"])
+
+ gaps = np.random.rand(len(missing_df)) < gap_prob
+ gap_effect = np.where(gaps, gap_factor, 0)
+
+ missing_df["Price"] = (
+ missing_df["Price"] * ratio * (1 + gap_effect)
+ ).round()
+
+ return missing_df[["Date", "Price"]].reset_index(drop=True)
diff --git a/AssetAnalysis/usd/USD_IRR.csv b/AssetAnalysis/usd/USD_IRR.csv
new file mode 100644
index 0000000..22f3a5f
--- /dev/null
+++ b/AssetAnalysis/usd/USD_IRR.csv
@@ -0,0 +1,12721 @@
+Date,Price
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\ No newline at end of file
diff --git a/AssetAnalysis/usd/usd.py b/AssetAnalysis/usd/usd.py
new file mode 100644
index 0000000..e69de29