{"nbformat": 4, "nbformat_minor": 0, "metadata": {"kernelspec": {"language": "python", "name": "python3", "display_name": "Python 3"}, "language_info": {"pygments_lexer": "ipython3", "codemirror_mode": {"version": 3, "name": "ipython"}, "mimetype": "text/x-python", "nbconvert_exporter": "python", "version": "3.4.3", "name": "python", "file_extension": ".py"}}, "cells": [{"cell_type": "markdown", "source": "#### **Using Implied Cost of Capital as a Sector ETF Valuation Tool**\n#### _[Monday 7.6.2015]_\n------------\n\n***This is a follow-up to these posts [here](http://blkarb.se/1FCBL1R) and [here](http://blkarb.se/1HJ3tsR) where I detail the `ICC` methodology used. All the data and plots have been updated and reflects current information. Scroll to the bottom to see the results of our previous predictions.*** \n\nThe following IPython Notebook examines the **Implied Cost of Capital (ICC)** method of valuation for purposes of trade/portfolio positioning. The **ICC** model is a forward looking estimate that uses earnings forecasts to calculate an implied earnings growth rate. The goal of this analysis is to identify asymmetric investing opportunities due to incongruence between *\"recent\"* historical returns and forward looking expectations of earnings growth (as measured by the ICC). \n\n**_Please note:_** _there will be some category overlap as some of the groupings include international sector ETF's while other groupings contain regional and/or country ETF's._ \n____\n", "metadata": {"hide_input": false, "run_control": {"marked": true}}}, {"execution_count": 1, "source": "# ================================================================== #\n# composite returns; vol; risk adjusted returns; correlation matrix, ICC analysis\n\nimport pandas as pd\nimport numpy as np\nimport pandas.io.data as web\nfrom pandas.tseries.offsets import *\nimport datetime as dt\n\npd.set_option('colheader_justify', 'right')\n\nimport matplotlib.pyplot as plt\n%matplotlib inline\nsize=(10,8)\n\nimport seaborn as sns\nsns.set_style('white')\n\nimport plotly.plotly as py\nfrom plotly.graph_objs import *\nimport plotly.tools as tls\n\nimport cufflinks ", "cell_type": "code", "outputs": [], "metadata": {"trusted": true, "collapsed": true}}, {"execution_count": 2, "source": "# ================================================================== #\n# datetime management\n\nnum_weeks = 3 # number of weeks since last update\n\ndate_today = dt.date.today()\nd_mon, d_day = date_today.month, date_today.day\n\nprev_date_today = date_today - num_weeks * Week(weekday=0) # weekday 0 = Monday\npre_d_mon, pre_d_day = prev_date_today.month, prev_date_today.day\n\npprev_dt_today = date_today - 2 * num_weeks * Week(weekday=0)\npprev_d_mon, pprev_d_day = pprev_dt_today.month, pprev_dt_today.day\n\nlast_month = date_today - 21 * BDay() # switch to 21\none_year_ago = date_today - 252 * BDay()", "cell_type": "code", "outputs": [], "metadata": {"trusted": true, "collapsed": false}}, {"execution_count": 3, "source": "# ~~~ Market Cap ~~~ #\nBroad_mkts = ['THRK','RSCO'] # Russell 3000, Russell Small Cap Completeness\nLarge_cap = ['ONEK','SPY','SPYG','SPYV'] # Russell 1000, sp500 (growth, value)\nMid_cap = ['MDY','MDYG', 'MDYV'] # sp400 mid (growth, value)\nSmall_cap = ['TWOK','SLY','SLYG','SLYV'] # russ 2K, sp600, (growth, value)\n\n# ~~~ International/Global Equities ~~~ #\nGlobal = [\n 'DGT', # global dow\n 'BIK', # sp BRIC 40 ETF\n 'GMM', # sp emerging mkts \n 'EWX', # sp emerging mkts small caps\n 'CWI', # msci acwi ex-US\n 'GII', # global infrastructure\n 'GNR', # global natural resources\n 'DWX', # intl dividends\n 'GWL', # sp developed world ex-US \n 'MDD', # intl mid cap (2B-5B USD)\n 'GWX' # intl small cap (<2B USD)\n ]\n\nAsia = ['JPP','JSC','GXC','GMF'] # japan, smallcap japan, china, emg asiapac\nEurope = ['FEZ','GUR','RBL','FEU'] # euro stoxx 50, emg europe, russia, stoxx europe 50\nLatam = ['GML'] # emg latin america\nAfrica = ['GAF'] # emg mideast/africa\n\n# ~~~ Real Assets ~~~ #\nReal_assets = [ 'RWO', # global real estate\n 'RWX', # intl real estate ex-US\n 'RWR' # US select REIT\n ] \n\n# ~~~ sectors and industries ETF's ~~~ #\nSector = [\n 'XLY','XHB','IPD','XRT', # consumer discretionary\n 'XLP','IPS', # consumer staples\n 'XLE','IPW','XES','XOP', # energy\n 'XLF','KBE','KCE','KIE','IPF','KRE', # financials\n 'XLV','XBI','XHE','XHS','IRY','XPH', # healthcare\n 'XLI','XAR','IPN','XTN', # industrial\n 'XLB','IRV','XME', # materials\n 'XLK','MTK','IPK','XSD','XSW', # technology\n 'IST','XTL', # telecom\n 'IPU','XLU' # utilities\n ]\n \nstock_list = [Broad_mkts, Large_cap, Mid_cap, Small_cap, Global, Asia, Europe, Latam, Africa, Real_assets, Sector]\n\n# ~~~ Category structure ~~~ #\ncat = {'Broad_Market' :['THRK','RSCO'],\n 'Large_Cap' :['ONEK','SPY','SPYG','SPYV'],\n 'Mid_Cap' :['MDY','MDYG', 'MDYV'], \n 'Small_Cap' :['TWOK','SLY','SLYG','SLYV'],\n 'Global_Equity' :['DGT','BIK','GMM','EWX','CWI','GII','GNR','DWX','GWL','MDD','GWX'],\n 'AsiaPac_Equity' :['JPP','JSC','GXC','GMF'],\n 'Europe_Equity' :['FEZ','GUR','RBL','FEU'],\n 'Latam_MidEast_Africa' :['GML','GAF'],\n 'Real_Estate' :['RWO','RWX','RWR'],\n 'Consumer_Discretionary':['XLY','XHB','IPD','XRT'],\n 'Consumer_Staples' :['XLP','IPS'], \n 'Energy' :['XLE','IPW','XES','XOP'], \n 'Financials' :['XLF','KBE','KCE','KIE','IPF','KRE'],\n 'Healthcare' :['XLV','XBI','XHE','XHS','IRY','XPH'],\n 'Industrial' :['XLI','XAR','IPN','XTN'],\n 'Materials' :['XLB','IRV','XME'],\n 'Technology' :['XLK','MTK','IPK','XSD','XSW'],\n 'Telecom' :['IST','XTL'], \n 'Utilities' :['IPU','XLU']\n } \n\nfilepath = r'C:\\Users\\Owner\\Documents\\Visual_Studio_2013\\Projects\\iVC_Reporting_Engine\\PythonApplication2\\\\'", "cell_type": "code", "outputs": [], "metadata": {"hide_input": false, "trusted": true, "collapsed": true, "run_control": {"marked": true}}}, {"execution_count": 4, "source": "# ================================================================== #\n# get prices\ndef get_px(stock, start, end):\n '''\n Function to call Pandas' Yahoo Finance API to get daily stock prices.\n ''' \n try:\n return web.DataReader(stock, 'yahoo', start, end)['Adj Close']\n except Exception as e:\n print( 'something is fucking up' )\n\npx = pd.DataFrame()\nfor category in stock_list:\n for stock in category:\n px[stock] = get_px( stock, one_year_ago, date_today )\n \n# ================================================================== #\n# construct dataframe and proper multi index\nlog_rets = np.log( px / px.shift(1) ).dropna()\nlrets = log_rets.T.copy()\nlrets.index.name = 'ETF'\nlrets['Category'] = pd.Series()\n\nfor cat_key, etf_val in cat.items():\n for val in etf_val:\n if val in lrets.index:\n idx_loc = lrets.index.get_loc(val)\n lrets.ix[idx_loc,'Category'] = cat_key\n else:\n pass\n\nlrets.set_index('Category', append=True, inplace=True)\nlrets = lrets.swaplevel('ETF','Category').sortlevel('Category')\n# lrets.head() \n\n# ================================================================== #\n# cumulative returns of ETF's\ncum_rets = lrets.groupby(level='Category').cumsum(axis=1)\n# cum_rets.head()\n\n# ================================================================== #\n# composite groupings of cumulative ETF returns (equally weighted intra-category mean returns)\ncomposite_rets = pd.DataFrame()\nfor label in cat.keys():\n composite_rets[label] = cum_rets.ix[label].mean(axis=0) # equal weighted mean\n \ncomp_rets = np.round(composite_rets.copy(),4) # rounding", "cell_type": "code", "outputs": [], "metadata": {"hide_input": false, "trusted": true, "collapsed": false, "run_control": {"marked": true}}}, {"execution_count": 5, "source": "# ~~~~~ Additional risk and return computations ~~~~~ #\n\n# ================================================================== #\n# composite rolling std\n\nsigmas = lrets.groupby(level='Category').std() # equal weighted std\n\ncomposite_sigs = pd.DataFrame()\nfor label in cat.keys():\n composite_sigs[label] = sigmas.ix[label] \n\nrsigs = pd.rolling_mean( composite_sigs, window=60 ).dropna()*np.sqrt(60)\n\n# ================================================================== #\n# composite rolling risk adjusted returns\n\nmean_rets = lrets.groupby(level='Category').mean() # equal weighted mean\n\ncomposite_risk_rets = pd.DataFrame()\nfor label in cat.keys():\n composite_risk_rets[label] = mean_rets.ix[label] \n\nrs = pd.rolling_mean( composite_risk_rets, window=60 ).dropna() \nrisk_rets = rs/rsigs\n\n# ================================================================== #\n# correlation matrix of composite ETF groups' risk adjusted returns\ncor = risk_rets.corr()", "cell_type": "code", "outputs": [], "metadata": {"trusted": true, "collapsed": false}}, {"cell_type": "markdown", "source": "### Current ICC Estimates and Rankings", "metadata": {}}, {"execution_count": 6, "source": "# ================================================================== #\n# import ICC estimates\nframe = pd.read_csv( filepath+'Spdr_ICC_est_{}.csv'.format(date_today)) #.dropna()\npre_frame = pd.read_csv( filepath+'Spdr_ICC_est_{}.csv'.format(prev_date_today.date()), index_col=0 ) #.dropna() \n\n# ================================================================== #\n# group ICC data by category\n\n# ~~~~ setup current estimates\nf = frame.copy()\ngrp = f.groupby('Category')\ngrp_mean = grp.mean().sort('ETF_ICC_est', ascending=False)\ngrp_mean_rnd = grp_mean['ETF_ICC_est'].round(3)\ngrp_mean = pd.DataFrame( grp_mean_rnd )\n\n# ~~~~ setup last updates' estimates\npre_f = pre_frame[['ETF_ICC_est','Category']]\npre_grp = pre_f.groupby('Category')\npre_grp_mean = pre_grp.mean().sort('ETF_ICC_est', ascending=False) \npre_grp_mean = np.round( pre_grp_mean, 3 )\n\n# ~~~~ setup combined dataframe using current df est.\ngm_cols = ['Current ICC Est', 'Rank', 'Previous ICC Est', 'Previous Rank', 'Change in Rank']\ngrp_mean['Rank'] = grp_mean.rank(ascending=False, method='dense')\ngrp_mean['Previous ICC est'] = pre_grp_mean\ngrp_mean['Previous Rank'] = pre_grp_mean.rank(ascending=False, method='dense')\ngrp_mean['Change in Ranking'] = grp_mean['Previous Rank'] - grp_mean['Rank']\ngrp_mean.columns = gm_cols\ngrp_mean", "cell_type": "code", "outputs": [{"execution_count": 6, "data": {"text/plain": " Current ICC Est Rank Previous ICC Est \\\nCategory \nMid_Cap 1.891 1 0.132 \nBroad_Market 0.263 2 0.130 \nEurope_Equity 0.242 3 0.234 \nFinancials 0.232 4 0.228 \nEnergy 0.228 5 0.187 \nMaterials 0.209 6 0.177 \nAsiaPac_Equity 0.209 6 0.202 \nUtilities 0.204 7 0.190 \nGlobal_Equity 0.191 8 0.183 \nLatam_MidEast_Africa 0.173 9 0.171 \nIndustrial 0.145 10 0.140 \nLarge_Cap 0.141 11 0.133 \nReal_Estate 0.140 12 0.135 \nTelecom 0.139 13 0.135 \nSmall_Cap 0.139 13 0.136 \nConsumer_Discretionary 0.132 14 0.131 \nTechnology 0.126 15 0.122 \nConsumer_Staples 0.115 16 0.114 \nHealthcare 0.108 17 0.109 \n\n Previous Rank Change in Rank \nCategory \nMid_Cap 13 12 \nBroad_Market 15 13 \nEurope_Equity 1 -2 \nFinancials 2 -2 \nEnergy 5 0 \nMaterials 7 1 \nAsiaPac_Equity 3 -3 \nUtilities 4 -3 \nGlobal_Equity 6 -2 \nLatam_MidEast_Africa 8 -1 \nIndustrial 9 -1 \nLarge_Cap 12 1 \nReal_Estate 11 -1 \nTelecom 11 -2 \nSmall_Cap 10 -3 \nConsumer_Discretionary 14 0 \nTechnology 16 1 \nConsumer_Staples 17 1 \nHealthcare 18 1 ", "text/html": "
\n\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
Current ICC EstRankPrevious ICC EstPrevious RankChange in Rank
Category
Mid_Cap1.89110.1321312
Broad_Market0.26320.1301513
Europe_Equity0.24230.2341-2
Financials0.23240.2282-2
Energy0.22850.18750
Materials0.20960.17771
AsiaPac_Equity0.20960.2023-3
Utilities0.20470.1904-3
Global_Equity0.19180.1836-2
Latam_MidEast_Africa0.17390.1718-1
Industrial0.145100.1409-1
Large_Cap0.141110.133121
Real_Estate0.140120.13511-1
Telecom0.139130.13511-2
Small_Cap0.139130.13610-3
Consumer_Discretionary0.132140.131140
Technology0.126150.122161
Consumer_Staples0.115160.114171
Healthcare0.108170.109181
\n
"}, "metadata": {}, "output_type": "execute_result"}], "metadata": {"hide_input": false, "trusted": true, "collapsed": false, "run_control": {"marked": false}}}, {"cell_type": "markdown", "source": "### Z-Score of ICC Estimates by Category", "metadata": {}}, {"cell_type": "markdown", "source": "**NOTE:** The **Midcap** composite is currently providing an unusable result. I'm still digging into the issue but it appears to be a combination of factors primarily arising from a change or mismatch in data from Spdrs.com. The Price/Book ratio is unrealistically small for some reason `(<0.4)` which I suspect is an error.", "metadata": {}}, {"execution_count": 7, "source": "def z_score(df):\n return ( df - df.mean() ) / df.std()\n\nz_grp = z_score(grp_mean['Current ICC Est'])\n\nplt.figure()\nsize = (10, 8)\nz_grp.plot('barh', figsize=size, alpha=.8)\nplt.axvline(0, color='k')\nplt.title('Z-Score of ICC Estimates by Category', fontsize=20, fontweight='demibold')\nplt.xlabel('$\\sigma$', fontsize=24)\nplt.ylabel('Category', fontsize=16, fontweight='demibold')\nplt.tick_params(axis='both', which='major', labelsize=14)\n", "cell_type": "code", "outputs": [{"data": {"text/plain": "", "image/png": 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iIiLSaXT1rrNvA32Agj3v7v6ku88F/gasA4wgglQDbs4U/SqwF/ADIu9+N+Cg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"metadata": {}, "output_type": "display_data"}], "metadata": {"hide_input": false, "trusted": true, "collapsed": false, "run_control": {"marked": true}}}, {"cell_type": "markdown", "source": "### Cumulative Log Returns and Rankings - L/21 Days ", "metadata": {}}, {"execution_count": 8, "source": "# ================================================================== #\n# construct dataframe and proper multi index\nlog_rets_recent = np.log( px.ix[prev_date_today.date():] / px.ix[prev_date_today.date():].shift(1) ).dropna()\n\nlrets_recent = log_rets_recent.T.copy()\nlrets_recent.index.name = 'ETF'\nlrets_recent['Category'] = pd.Series()\n\nfor cat_key, etf_val in cat.items():\n for val in etf_val:\n if val in lrets_recent.index:\n idx_loc = lrets_recent.index.get_loc(val)\n lrets_recent.ix[idx_loc,'Category'] = cat_key\n else:\n pass\n\nlrets_recent.set_index('Category', append=True, inplace=True)\nlrets_recent = lrets_recent.swaplevel('ETF','Category').sortlevel('Category')\nlrets_recent.head() \n\n# ================================================================== #\n# cumulative returns of ETF's\ncum_rets_recent = lrets_recent.groupby(level='Category').cumsum(axis=1)\ncum_rets_recent.head();\n\n# ================================================================== #\n# composite groupings of cumulative ETF returns (equally weighted intra-category mean returns)\ncomposite_rets_recent = pd.DataFrame()\nfor label in cat.keys():\n composite_rets_recent[label] = cum_rets_recent.ix[label].mean(axis=0) # equal weighted mean\n \ncrr = np.round(composite_rets_recent.copy(),4) # rounding\n# ================================================================== #\nimport matplotlib\nfrom matplotlib.ticker import FuncFormatter\n\ndef to_percent(y, position):\n # Ignore the passed in position. This has the effect of scaling the default\n # tick locations.\n s = str(100 * y)\n # The percent symbol needs escaping in latex\n if matplotlib.rcParams['text.usetex'] == True:\n return s + r'$\\%$'\n else:\n return s + '%'\n# ================================================================== #\n# Create the formatter using the function to_percent. This multiplies all the default labels by 100\nformatter = FuncFormatter(to_percent)\n# ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~\n# setup bar returns dataframe\nbar_rets = crr.ix[-1:].T.sort() #'{}'.format(date_today - 3 * BDay()) ) # Thurs was holiday\nbar_rets = bar_rets.reset_index()\ndt_txt_fmt = '[{pm}.{prd} - {m}.{d}]'.format(pm=pre_d_mon, prd=pre_d_day,m=d_mon,d=d_day)\ncols = ['index', dt_txt_fmt]\nbar_rets.columns = cols\nbar_rets = bar_rets.set_index('index', drop=True)\nbar_rets = bar_rets.sort(dt_txt_fmt)\nbar_rets\n# ~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~~\n# plot code\nf = plt.figure(figsize=size)\norder = bar_rets[dt_txt_fmt].argsort() # bug in seaborn; needed to order barplot correctly\nodr = order.index.tolist()\nsns.barplot( x=bar_rets.index, y=bar_rets[dt_txt_fmt], x_order=odr, palette='RdBu')\nplt.xticks(rotation=77)\nplt.axhline(0, color='k')\nplt.title('Cumulative Log Returns {}'.format(dt_txt_fmt), fontsize=20, fontweight='demibold')\n#plt.xticks(bar_rets.index, bar_rets['index'])\nplt.xlabel('Category', fontsize=16, fontweight='demibold')\nplt.ylabel('Log Returns', fontsize=16, fontweight='demibold')\nplt.tick_params(axis='both', which='major', labelsize=14)\nplt.gca().yaxis.set_major_formatter(formatter)", "cell_type": "code", "outputs": [{"data": {"text/plain": "", "image/png": 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s7+vr48J/fU1XymwuQ6PLoCdJ6ll3zZ/XveNuu0nb5+67429dKXPg2DOesr6v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dgBnUejUdj2AHTTecdqorc3QKWFU4XH4SvIm7MM0dsWFSsNQbINj7p7ZcLQBa4c1m+hY/kiMtov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\nwt3vM7MDkeF3rrtfZupO9D3gk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"metadata": {}, "output_type": "display_data"}], "metadata": {"trusted": true, "collapsed": false}}, {"execution_count": 9, "source": "# ================================================================== #\n# Create log return dataframe ranking comparison to last period\n\n# ~~~~ setup current df of log returns ranking\ncurr_lrets = bar_rets.copy()\ncurr_grp = curr_lrets # already grouped #curr_grp = curr_lrets.groupby('index')\ncurr_grp_mean = curr_grp.sort(dt_txt_fmt, ascending=False) \ncurr_grp_mean.to_csv(filepath + 'Cum Log Returns ranks_{}.csv'.format(date_today))\n\n# ~~~~ setup previous df of log return ranking\nprev_dt_txt_fmt = '[{ppm}.{pprd} - {pm}.{prd}]'.format(ppm=pprev_d_mon, pprd=pprev_d_day, pm=pre_d_mon, prd=pre_d_day)\n\n# import previous cumulative returns \npre_lrets = pd.read_csv( filepath+'Cum Log Returns_ranks_{}.csv'.format(prev_date_today.date()), index_col=0).dropna()\n#pre_lrets # columns: ['Cum. log returns [pprev_month.pprev_day - prev_month.prev_day]','Rank']\n\n# ~~~~ setup combined dataframe using current log return rankings\nlret_rank_cols = ['Current Cum. Returns {}'.format(dt_txt_fmt), 'Rank', 'Previous Cum. Returns {}'.format(prev_dt_txt_fmt), 'Previous Rank', 'Change in Rank']\ncurr_grp_mean['Rank'] = curr_grp_mean.rank(ascending=False, method='dense')\ncurr_grp_mean['Previous Cum. Returns'] = pre_lrets['Cum. log returns {}'.format(prev_dt_txt_fmt)]\ncurr_grp_mean['Previous Rank'] = pre_lrets['Rank']\ncurr_grp_mean['Change in Ranking'] = curr_grp_mean['Previous Rank'] - curr_grp_mean['Rank']\ncurr_grp_mean.columns = lret_rank_cols\ncurr_grp_mean.index.name = 'Category'\ncurr_grp_mean", "cell_type": "code", "outputs": [{"execution_count": 9, "data": {"text/plain": " Current Cum. Returns [6.15 - 7.6] Rank \\\nCategory \nHealthcare 0.0096 1 \nConsumer_Staples 0.0016 2 \nConsumer_Discretionary -0.0028 3 \nLatam_MidEast_Africa -0.0081 4 \nBroad_Market -0.0082 5 \nReal_Estate -0.0084 6 \nLarge_Cap -0.0085 7 \nUtilities -0.0091 8 \nSmall_Cap -0.0114 9 \nFinancials -0.0130 10 \nMid_Cap -0.0154 11 \nIndustrial -0.0291 12 \nTechnology -0.0315 13 \nAsiaPac_Equity -0.0344 14 \nGlobal_Equity -0.0352 15 \nTelecom -0.0365 16 \nEurope_Equity -0.0433 17 \nMaterials -0.0681 18 \nEnergy -0.0776 19 \n\n Previous Cum. Returns [5.25 - 6.15] Previous Rank \\\nCategory \nHealthcare 0.0158 3 \nConsumer_Staples -0.0133 12 \nConsumer_Discretionary 0.0055 8 \nLatam_MidEast_Africa -0.0282 18 \nBroad_Market 0.0058 6 \nReal_Estate -0.0245 16 \nLarge_Cap -0.0026 9 \nUtilities -0.0275 17 \nSmall_Cap 0.0233 2 \nFinancials 0.0309 1 \nMid_Cap 0.0056 7 \nIndustrial -0.0048 10 \nTechnology 0.0062 5 \nAsiaPac_Equity -0.0227 15 \nGlobal_Equity -0.0195 14 \nTelecom 0.0098 4 \nEurope_Equity -0.0308 19 \nMaterials -0.0091 11 \nEnergy -0.0152 13 \n\n Change in Rank \nCategory \nHealthcare 2 \nConsumer_Staples 10 \nConsumer_Discretionary 5 \nLatam_MidEast_Africa 14 \nBroad_Market 1 \nReal_Estate 10 \nLarge_Cap 2 \nUtilities 9 \nSmall_Cap -7 \nFinancials -9 \nMid_Cap -4 \nIndustrial -2 \nTechnology -8 \nAsiaPac_Equity 1 \nGlobal_Equity -1 \nTelecom -12 \nEurope_Equity 2 \nMaterials -7 \nEnergy -6 ", "text/html": "
\n\n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n \n
Current Cum. Returns [6.15 - 7.6]RankPrevious Cum. Returns [5.25 - 6.15]Previous RankChange in Rank
Category
Healthcare0.009610.015832
Consumer_Staples0.00162-0.01331210
Consumer_Discretionary-0.002830.005585
Latam_MidEast_Africa-0.00814-0.02821814
Broad_Market-0.008250.005861
Real_Estate-0.00846-0.02451610
Large_Cap-0.00857-0.002692
Utilities-0.00918-0.0275179
Small_Cap-0.011490.02332-7
Financials-0.0130100.03091-9
Mid_Cap-0.0154110.00567-4
Industrial-0.029112-0.004810-2
Technology-0.0315130.00625-8
AsiaPac_Equity-0.034414-0.0227151
Global_Equity-0.035215-0.019514-1
Telecom-0.0365160.00984-12
Europe_Equity-0.043317-0.0308192
Materials-0.068118-0.009111-7
Energy-0.077619-0.015213-6
\n
"}, "metadata": {}, "output_type": "execute_result"}], "metadata": {"hide_input": false, "trusted": true, "collapsed": false, "run_control": {"marked": true}}}, {"cell_type": "markdown", "source": "### Z-Score Average Risk-Adjusted Returns - L/21 days", "metadata": {}}, {"execution_count": 10, "source": "# last 21 days average category risk adjusted returns\ndate_mask = last_month\nl_month = risk_rets.ix[date_mask:].mean().order(ascending=False) \nl_month\n\n# z scored and plotted\nz_l_21 = z_score(l_month)\n\nplt.figure()\nz_l_21.plot('barh', figsize=size, color='r', alpha=.5)\nplt.axvline(0, color='k')\nplt.title('Z-Score of Average Risk-Adjusted Returns [Last 21 days]', fontsize=20, fontweight='demibold')\nplt.xlabel('$\\sigma$', fontsize=24)\nplt.ylabel('Category', fontsize=16, fontweight='demibold')\nplt.tick_params(axis='both', which='major', labelsize=14)", "cell_type": "code", "outputs": [{"data": {"text/plain": "", "image/png": 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uPWs94kmQmRYKqSkiXZE97O8wWvekJr3nYAptjyBS6so1rO2IK2kdyHdr2w4F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\nvGWSkwAAAABJRU5ErkJggg==\n"}, "metadata": {}, "output_type": "display_data"}], "metadata": {"hide_input": false, "trusted": true, "collapsed": false, "run_control": {"marked": true}}}, {"cell_type": "markdown", "source": "### Z-Score Comparison [ICC Estimates vs. Risk-Adjusted Returns]", "metadata": {}}, {"execution_count": 11, "source": "z_data = pd.DataFrame()\nz_data['Z_ICC estimates'] = z_grp\nz_data['Z_risk adj returns'] = z_l_21\n\ncadet_blue = '#4e7496'\n\nfig = plt.figure()\nwith pd.plot_params.use('x_compat', True):\n z_data['Z_ICC estimates'].plot('barh', figsize=size, color=cadet_blue)\n z_data['Z_risk adj returns'].plot('barh',figsize=size, color='r', alpha=.5)\nplt.axvline(0, color='k')\nplt.title('Z-Scores Comparison', fontsize=20, fontweight='demibold')\nplt.xlabel('$\\sigma$', fontsize=24, fontweight='demibold')\nplt.ylabel('Category', fontsize=16)\nplt.tick_params(axis='both', which='major', labelsize=14)\nplt.legend(loc='best', prop={'weight':'demibold','size':12})", "cell_type": "code", "outputs": [{"execution_count": 11, "data": {"text/plain": ""}, "metadata": {}, "output_type": "execute_result"}, {"data": {"text/plain": "", "image/png": 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nk5yczIUXXkiHDh3o1asXP/zwAxkZGXl3LO655x7effddJk6cSKtWrVixYgXA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"metadata": {}, "output_type": "display_data"}], "metadata": {"hide_input": false, "trusted": true, "collapsed": false, "run_control": {"marked": true}}}, {"cell_type": "markdown", "source": "# Interpretation\n---\n### Potential Long Positions:\n___\n- **Financials:** Not much has changed in terms of strategic position targeting. **Recent relative performance supports my previous note where I advocated finding suitable entry points** for long positions. I view the current volatility and weakness in broad markets as a potential attractive entry point into certain names and industries within the financial sector. **My previous research has shown that investing in financial industries given rising rates is a positive expectation investment since ~2002.** Furthermore I will use future blog posts to support or reject specific industry targets, such as property/casualty insurance firms. \n- **Real-Estate** and/or **Utilities:** The following investment thesis is mostly unchanged since the last update. **This would be a tactical diversification/hedging trade.** As a result of rising inflation expectations, interest rate sensitive sectors have been hammered. Should inflation fail to materialize or sentiment change there is likely to be tradeable reversal in both sectors. Additionally, **the real estate composite has been disproportionately weak compared to the other composites, showing a relative 3 standard deviation decline in risk adjusted returns.** \n\n### Potential Short Positions:\n___\n - **Neutral bias:** \n \n### Notes:\n___\n - The **Real-Estate** and **Utilities** sectors could just as easily be tactical short positions. Long term the writing is on the wall. The `Fed` *will* and *must* raise rates eventually. To do otherwise is extremely risky and likely short-sighted. Consider what happens in an economic downturn if rates still remain at/near zero. That would effectively leave the `Fed` with only `QE` as a policy response. This would go against the `Federal Reserve's` stated position that `QE` is reserved for extraordinary economic situations. ", "metadata": {"hide_input": false, "collapsed": true, "run_control": {"marked": true}}}, {"execution_count": 12, "source": "# ~~~~~ plot code ~~~~~ \n# function to create Plotly 'Layout' object\n\ndef create_layout( main_title, y_title ):\n '''\n Function to create custom Plotly layout object to pass to Cufflinks df.iplot() method\n \n Parameters:\n ==========\n \n main_title = type('str')\n y_title = type('str')\n\n Returns:\n ========\n plotly_layout = Plotly Layout object basically constructed using a JSON or Dict structure \n ''' \n plotly_layout = Layout(\n # ~~~~ construct main title\n title=main_title,\n font=Font(\n family='Open Sans, sans-serif',\n size=14,\n color='SteelBlue'\n ),\n # ~~~~ construct X axis\n xaxis=XAxis(\n title='$Date$',\n titlefont=Font(\n family='Open Sans, sans-serif',\n size=14,\n color='SteelBlue'\n ),\n showticklabels=True,\n tickangle=-30,\n tickfont=Font(\n family='Open Sans, sans-serif',\n size=11,\n color='black'\n ),\n exponentformat='e',\n showexponent='All'\n ),\n # ~~~~ construct Y axis\n yaxis=YAxis(\n title= y_title,\n titlefont=Font(\n family='Open Sans, sans-serif',\n size=14,\n color='SteelBlue'\n ),\n showticklabels=True,\n tickangle=0,\n tickfont=Font(\n family='Open Sans, sans-serif',\n size=11,\n color='black'\n ),\n exponentformat='e',\n showexponent='All'),\n # ~~~~ construct figure size\n autosize=False,\n width=850,\n height=500,\n margin=Margin(\n l=50,\n r=20,\n b=60,\n t=50,\n pad=2\n ),\n # ~~~~ construct legend \n legend=Legend(\n y=0.5,\n #traceorder='reversed',\n font=Font(\n family='Open Sans, sans-serif',\n size=9,\n color='Black'\n ), \n )\n )\n return plotly_layout", "cell_type": "code", "outputs": [], "metadata": {"hide_input": false, "trusted": true, "collapsed": true, "run_control": {"marked": true}}}, {"cell_type": "markdown", "source": "# Additional Charts\n___", "metadata": {}}, {"cell_type": "markdown", "source": "### Cumulative Log Returns - L/252 Days", "metadata": {}}, {"execution_count": 13, "source": "# test the function\ntitle = 'Cumulative Log Returns of Composite ETF Sectors [1 Year]'\ny_label = '$Returns$'\n\ncustom_layout_1 = create_layout( title, y_label )\ncomp_rets.iplot(theme='white',filename='{}_{}'.format(title, date_today), layout=custom_layout_1, world_readable=True)", "cell_type": "code", "outputs": [{"execution_count": 13, "data": {"text/plain": "", "text/html": ""}, "metadata": {}, "output_type": "execute_result"}], "metadata": {"hide_input": false, "trusted": true, "collapsed": false, "run_control": {"marked": true}}}, {"cell_type": "markdown", "source": "### 60-Day Rolling Standard Deviation", "metadata": {}}, {"execution_count": 14, "source": "# ~~~~~ plot code\ntitle = '60-Day Rolling Standard Deviation'\n#y_label = r'$return \\ \\sigma$'\ny_label = r'$\\sigma \\ of \\ returns$'\n\ncustom_layout_2 = create_layout( title, y_label )\nrsigs.iplot(theme='white',filename='{}_{}'.format(title, date_today), layout=custom_layout_2, world_readable=True)", "cell_type": "code", "outputs": [{"execution_count": 14, "data": {"text/plain": "", "text/html": ""}, "metadata": {}, "output_type": "execute_result"}], "metadata": {"hide_input": false, "trusted": true, "collapsed": false, "run_control": {"marked": true}}}, {"cell_type": "markdown", "source": "### 60-Day Rolling Average of Risk-Adjusted Returns", "metadata": {}}, {"execution_count": 15, "source": "# ~~~~~ plot code\ntitle = r'60 day Moving Average of Composite Risk-Adjusted Returns'\ny_label = '$\\mu/\\sigma$$'\n\ncustom_layout_3 = create_layout( title, y_label )\nrisk_rets.iplot(theme='white', filename='{}_{}'.format(title, date_today), layout=custom_layout_3, world_readable=True)", "cell_type": "code", "outputs": [{"execution_count": 15, "data": {"text/plain": "", "text/html": ""}, "metadata": {}, "output_type": "execute_result"}], "metadata": {"hide_input": false, "trusted": true, "collapsed": false, "run_control": {"marked": true}}}, {"cell_type": "markdown", "source": "### Composite ETF Correlation Heat Map", "metadata": {}}, {"execution_count": 16, "source": "f = plt.figure()\nsns.clustermap(cor, figsize=(12,12))\nplt.title('Composite ETF Group Correlation ClusterMap', fontsize=16, loc='left')\nplt.tick_params(axis='both', labelsize=14)", "cell_type": "code", "outputs": [{"data": {"text/plain": ""}, "metadata": {}, "output_type": "display_data"}, {"data": {"text/plain": "", "image/png": 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WzTFuoow5Oaj6m1yckow3HtO/Az+PiO9QWkxXpswod0a1vqfslhFxe2beFGXK4sOqAeQX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Lis7QMYZU/a3rfhmK8CViKufD5ShlpVHW5HtHb9BFG68+fysZaHbJ9c8fsPpXtA4uAT4tc3fCxN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\nISmllFJKKaVG/X88aksm1EbJHAAAAABJRU5ErkJggg==\n"}, "metadata": {}, "output_type": "display_data"}], "metadata": {"trusted": true, "collapsed": false}}, {"cell_type": "markdown", "source": "### Composite ETF Correlation Matrix", "metadata": {}}, {"execution_count": 17, "source": "# ================================================================== #\n# correlation matrix of composite ETF groups' risk adjusted returns\n# ~~ plot code\nf, ax = plt.subplots(figsize=(12,12))\n\ncmap = sns.diverging_palette(h_neg=12, h_pos=144, s=91, l=44, sep=29, n=12, center='light',as_cmap=True)\nsns.corrplot(cor, annot=True, sig_stars=False, diag_names=False, cmap=cmap, ax=ax)\nax.set_title('Composite ETF Group Correlation Matrix', fontsize=18)\n\nfor label in (ax.get_xticklabels() + ax.get_yticklabels()):\n label.set_fontsize(13)\n\nf.tight_layout()\n", "cell_type": "code", "outputs": [{"data": {"text/plain": "", "image/png": 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62tjvaQnnX970pXElIjO8AdUjgWbGmFnYN/lp2MrdjdhuPo9RdPauUF2D/OfpQ2PMVGwF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\nLet7d8OGDTRp0gS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4fsGCBbz00kukpaXRtm3bIsdduXIlEyZMIDs7u8T8lhQnVL7y8/MZ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UK7BB359VtV2kmGVpaVsO4cTPVKzRSHdsdnqYqs6LFG86VkuTaQenMu0ve9cT84VI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\nRMSjVa+GQXMJ8ENJhwJ/A9YGjgR+VuOcrP9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"metadata": {}, "output_type": "display_data"}], "metadata": {"hide_input": false, "trusted": true, "collapsed": false, "run_control": {"marked": true}}}, {"cell_type": "markdown", "source": "___\n_I conclude this analysis with the disclaimer that these calculations are presented `\"as is\"` and the data was aggregated from several sources. I recommend doing your own due diligence before taking any investment action and to stay within your personal risk/return objectives._ \n\n_I expect to refine this model as necessary to improve its utility as a macro valuation tool. Please contact me to report any errors._ \n\n\n####**For comments, questions, and feedback contact me via:**\n####email: **`bcr@blackarbs.com`** \n####twitter: **`@blackarbsCEO`**\n___", "metadata": {"hide_input": false, "run_control": {"marked": true}}}, {"cell_type": "markdown", "source": "_**Data Sources:** [Yahoo Finance](http://finance.yahoo.com/), [S&P SPDR ETFs](https://www.spdrs.com/product/)_
_**Acknowledgements:** Ipython Notebook styling modded from Plotly and Cam Davidson-Pilon custom CSS_", "metadata": {"hide_input": false, "run_control": {"marked": true}}}, {"execution_count": 18, "source": "from IPython.core.display import HTML \n\nHTML('''\nThe raw code for this IPython notebook is by default hidden for easier reading.\nTo toggle on/off the raw code, click here.''')", "cell_type": "code", "outputs": [{"execution_count": 18, "data": {"text/plain": "", "text/html": "\nThe raw code for this IPython notebook is by default hidden for easier reading.\nTo toggle on/off the raw code, click here."}, "metadata": {}, "output_type": "execute_result"}], "metadata": {"hide_input": false, "trusted": true, "collapsed": false, "run_control": {"marked": true}}}, {"execution_count": 19, "source": "from IPython.core.display import HTML \nimport requests\n\nstyles = requests.get(\"https://raw.githubusercontent.com/BlackArbsCEO/BlackArbsCEO.github.io/Equity-Analysis/Equity%20Analysis/custom.css\")\nHTML(styles.text)", "cell_type": "code", "outputs": [{"execution_count": 19, "data": {"text/plain": "", "text/html": "\n\n"}, "metadata": {}, "output_type": "execute_result"}], "metadata": {"trusted": true, "collapsed": false}}, {"execution_count": null, "source": "", "cell_type": "code", "outputs": [], "metadata": {"trusted": true, "collapsed": true}}]}