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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Ler IS3Q, colocar index como datetime e dar o nome do ticker à coluna \n", "IS3Q = pd.read_csv('IS3Q.csv', index_col='Date', parse_dates=True)[['Price']]\n", "IS3Q.columns = ['IS3Q']\n", "\n", "# Ler IWDA, colocar index como datetime e dar o nome do ticker à coluna \n", "IWDA = pd.read_csv('IWDA.csv', index_col='Date', parse_dates=True)[['Price']]\n", "IWDA.columns = ['IWDA']\n", "\n", "# Fazer dataframe ETFs com merge dos dois ETFs\n", "ETFs = pa.merge_time_series(IS3Q, IWDA, how='inner')\n", "ETFs = ETFs.sort_index(ascending=True)\n", "\n", "# Fazer o growth index\n", "ETFs_gi = pa.compute_growth_index(ETFs)\n", "\n", "# Fazer o gráfico plotly\n", "ETFs_gi.iplot(dimensions=pa.dimensions)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Para fazer os drawdowns apenas temos de fazer a função para tal da biblioteca PortfolioAnalyser. Assim:" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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IS3QIWDA
Date
2014-10-080.000.00
2014-10-090.000.00
2014-10-10-1.48-1.49
2014-10-13-2.29-2.31
2014-10-14-2.55-2.62
.........
2020-08-27-6.87-7.07
2020-08-28-7.50-7.79
2020-08-31-7.85-8.14
2020-09-01-7.78-7.83
2020-09-02-5.93-6.19
\n", "

1485 rows × 2 columns

\n", "
" ], "text/plain": [ " IS3Q IWDA\n", "Date \n", "2014-10-08 0.00 0.00\n", "2014-10-09 0.00 0.00\n", "2014-10-10 -1.48 -1.49\n", "2014-10-13 -2.29 -2.31\n", "2014-10-14 -2.55 -2.62\n", "... ... ...\n", "2020-08-27 -6.87 -7.07\n", "2020-08-28 -7.50 -7.79\n", "2020-08-31 -7.85 -8.14\n", "2020-09-01 -7.78 -7.83\n", "2020-09-02 -5.93 -6.19\n", "\n", "[1485 rows x 2 columns]" ] }, "execution_count": 3, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Fazer DataFrame dos Drawdowns e associar a uma variável\n", "DD = pa.compute_drawdowns(ETFs_gi)\n", "DD" ] }, { "cell_type": "code", "execution_count": 4, "metadata": {}, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "linkText": "Export to plot.ly", "plotlyServerURL": "https://plot.ly", "showLink": true }, "data": [ { "line": { "color": "rgba(255, 153, 51, 1.0)", "dash": "solid", "shape": "linear", "width": 1.3 }, "mode": "lines", "name": "IS3Q", "text": "", "type": "scatter", "x": [ "2014-10-08", 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"text/html": [ "
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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# Fazer o gráfico plotly\n", "DD.iplot(dimensions=pa.dimensions)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Nada mais simples que isto. Apenas 2 linhas de código.\n", "\n", "Vamos fazer agora a tabela de performance (não se esqueçam que têm de usar o nome da variável/DataFrame que tem ambos os ETFs):" ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "data": { "text/markdown": [ "**Performance from 2014-10-08 to 2020-09-02 (≈ 5.9 years)**" ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/html": [ "
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CAGRReturnStdDevSharpeMax DDMAR
IS3Q11.48%90.12%17.24%0.67-32.30%0.36
IWDA10.51%80.46%17.54%0.60-33.64%0.31
\n", "
" ], "text/plain": [ " CAGR Return StdDev Sharpe Max DD MAR\n", "IS3Q 11.48% 90.12% 17.24% 0.67 -32.30% 0.36\n", "IWDA 10.51% 80.46% 17.54% 0.60 -33.64% 0.31" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Performance since inception\n", "pa.compute_performance_table(ETFs_gi)" ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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IS3QIWDA
Date
2014-10-08100.00100.00
2014-10-09100.56100.44
2014-10-1099.0898.95
2014-10-1398.2698.13
2014-10-1498.0097.81
.........
2020-08-27188.22178.78
2020-08-28186.94177.38
2020-08-31186.23176.72
2020-09-01186.38177.32
2020-09-02190.12180.46
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1485 rows × 2 columns

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" ], "text/plain": [ " IS3Q IWDA\n", "Date \n", "2014-10-08 100.00 100.00\n", "2014-10-09 100.56 100.44\n", "2014-10-10 99.08 98.95\n", "2014-10-13 98.26 98.13\n", "2014-10-14 98.00 97.81\n", "... ... ...\n", "2020-08-27 188.22 178.78\n", "2020-08-28 186.94 177.38\n", "2020-08-31 186.23 176.72\n", "2020-09-01 186.38 177.32\n", "2020-09-02 190.12 180.46\n", "\n", "[1485 rows x 2 columns]" ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" } ], "source": [ "ETFs_gi" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Por defeito a tabela de performanance mostra a performance desde o início da DataFrame. Mas a função tem uma opção que se passarem o número\n", "de anos ela vai calcular a tabela de performance desse período." ] }, { "cell_type": "code", "execution_count": 7, "metadata": {}, "outputs": [ { "data": { "text/markdown": [ "**Performance from 2017-09-01 to 2020-09-02 (3 years)**" ], "text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "text/html": [ "
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CAGRReturnStdDevSharpeMax DDMAR
IS3Q12.08%40.80%17.67%0.68-32.30%0.37
IWDA10.23%33.95%18.03%0.57-33.64%0.30
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" ], "text/plain": [ " CAGR Return StdDev Sharpe Max DD MAR\n", "IS3Q 12.08% 40.80% 17.67% 0.68 -32.30% 0.37\n", "IWDA 10.23% 33.95% 18.03% 0.57 -33.64% 0.30" ] }, "execution_count": 7, "metadata": {}, "output_type": "execute_result" } ], "source": [ "# Performance a 3 anos\n", "pa.compute_performance_table(ETFs_gi, years=3)" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "ename": "ValueError", "evalue": "You seem to be selecting a date before the start of the time series", "output_type": "error", "traceback": [ "\u001b[1;31m---------------------------------------------------------------------------\u001b[0m", "\u001b[1;31mValueError\u001b[0m Traceback (most recent call last)", "\u001b[1;32m\u001b[0m in \u001b[0;36m\u001b[1;34m\u001b[0m\n\u001b[0;32m 1\u001b[0m \u001b[1;31m# Performance a 10 anos\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[1;32m----> 2\u001b[1;33m \u001b[0mpa\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mcompute_performance_table\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mETFs_gi\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0myears\u001b[0m\u001b[1;33m=\u001b[0m\u001b[1;36m10\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m", "\u001b[1;32m~\\Google Drive\\_GitHub\\Articles_and_studies\\Financial_Markets_Programming\\PortfolioAnalyser.py\u001b[0m in \u001b[0;36mcompute_performance_table\u001b[1;34m(dataframe, years, freq)\u001b[0m\n\u001b[0;32m 165\u001b[0m \u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 166\u001b[0m \u001b[1;32melse\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[1;32m--> 167\u001b[1;33m \u001b[0mdataframe\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mfilter_by_date\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mdataframe\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0myears\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m\u001b[0;32m 168\u001b[0m df = pd.DataFrame([compute_cagr(dataframe, years=years), compute_return(dataframe),\n\u001b[0;32m 169\u001b[0m \u001b[0mcompute_StdDev\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mdataframe\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m,\u001b[0m \u001b[0mcompute_sharpe\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mdataframe\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m,\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n", "\u001b[1;32m~\\Google Drive\\_GitHub\\Articles_and_studies\\Financial_Markets_Programming\\PortfolioAnalyser.py\u001b[0m in \u001b[0;36mfilter_by_date\u001b[1;34m(dataframe, years)\u001b[0m\n\u001b[0;32m 211\u001b[0m \u001b[1;32mpass\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 212\u001b[0m \u001b[1;32melif\u001b[0m \u001b[0mstart\u001b[0m \u001b[1;33m<\u001b[0m \u001b[0mdataframe\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mindex\u001b[0m\u001b[1;33m[\u001b[0m\u001b[1;36m0\u001b[0m\u001b[1;33m]\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[1;32m--> 213\u001b[1;33m \u001b[1;32mraise\u001b[0m \u001b[0mValueError\u001b[0m\u001b[1;33m(\u001b[0m\u001b[1;34m\"You seem to be selecting a date before the start of the time series\"\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0m\u001b[0;32m 214\u001b[0m \u001b[1;32melse\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n\u001b[0;32m 215\u001b[0m \u001b[0mstart\u001b[0m \u001b[1;33m=\u001b[0m \u001b[0mstr\u001b[0m\u001b[1;33m(\u001b[0m\u001b[0mdataframe\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mloc\u001b[0m\u001b[1;33m[\u001b[0m\u001b[1;33m:\u001b[0m\u001b[0mstart\u001b[0m\u001b[1;33m]\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mtail\u001b[0m\u001b[1;33m(\u001b[0m\u001b[1;36m1\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m.\u001b[0m\u001b[0mindex\u001b[0m\u001b[1;33m)\u001b[0m\u001b[1;33m[\u001b[0m\u001b[1;36m16\u001b[0m\u001b[1;33m:\u001b[0m\u001b[1;36m26\u001b[0m\u001b[1;33m]\u001b[0m\u001b[1;33m\u001b[0m\u001b[1;33m\u001b[0m\u001b[0m\n", "\u001b[1;31mValueError\u001b[0m: You seem to be selecting a date before the start of the time series" ] } ], "source": [ "# Performance a 10 anos\n", "pa.compute_performance_table(ETFs_gi, years=10)" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [] } ], "metadata": { "kernelspec": { "display_name": "Python 3", "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": "3.8.3" } }, "nbformat": 4, "nbformat_minor": 4 }