{ "cells": [ { "cell_type": "markdown", "metadata": {}, "source": [ "# Universe Selection\n", "\n", "by Gil Wassermann, Maxwell Margenot\n", "\n", "Part of the Quantopian Lecture Series:\n", "\n", "* [www.quantopian.com/lectures](https://www.quantopian.com/lectures)\n", "* [github.com/quantopian/research_public](https://github.com/quantopian/research_public)\n", "\n", "Notebook released under the Creative Commons Attribution 4.0 License.\n", "\n", "---\n", "\n", "Selecting the product space in which an algorithm trades can be as important as, if not more than, the strategy itself. In this lecture, we will walk through the basics of constructing a universe and introduce Quantopian's new tools that allow you to accomplish these often tricky and subtle calculations with ease." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "## What is a Universe?\n", "\n", "On a high level, universe selection is the process of choosing the pool of securities upon which your algorithm will trade. For example, an algorithm designed to play with the characteristics of a universe consisting of technology equities may perform exceptionally well in that universe with the tradeoff of falling flat in other sectors. Experimenting with different universes by tweaking their components is an essential part of developing a trading strategy.\n", "\n", "Using Pipeline, we have access to around 8300 securities to choose from each day. However, the securities within this basket are markedly different. Some are different asset classes, some belong to different sectors and super-sectors, some employ different business models, some practice different management styles, and so on. By defining a universe, a trader can narrow in on securities with one or more of these attributes in order to craft a strategy that is most effective for that subset of the population.\n", "\n", "Without a properly-constructed universe, your algorithm may be exposed to risks that you just aren't aware of. For example, it could be possible that your universe selection methodology only selects a stock basket whose constituents do not trade very often. Let's say that your algorithm wants to place an order of 100,000 shares for a company that only trades 1,000 on a given day. The inability to fill this order or others might prevent you from achieving the optimal weights for your portfolio, thereby undermining your strategy. These risks can be controlled for by careful and thoughtful universe slection.\n", "\n", "On the Quantopian platform, universes are often implemented as a Pipeline screen. If you are not familiar with Pipeline, feel free to check out the [tutorial](https://www.quantopian.com/tutorials/pipeline). Below is an example implementation of a universe that limits Pipeline output to the 500 securities with the largest revenue each day. This can be seen as a naive implementation of the Fortune500." ] }, { "cell_type": "code", "execution_count": 1, "metadata": { "collapsed": true }, "outputs": [], "source": [ "import numpy as np\n", "import pandas as pd\n", "import matplotlib.pyplot as plt\n", "from quantopian.pipeline.classifiers.morningstar import Sector\n", "from quantopian.pipeline import Pipeline\n", "from quantopian.pipeline.data.builtin import USEquityPricing\n", "from quantopian.research import run_pipeline\n", "from quantopian.pipeline.data import morningstar\n", "from quantopian.pipeline.factors import CustomFactor" ] }, { "cell_type": "code", "execution_count": 2, "metadata": { "collapsed": false }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ "There are 500 assets in this universe.\n" ] }, { "data": { "text/html": [ "
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Revenue
2016-01-04 00:00:00+00:00Equity(2 [ARNC])5.573000e+09
Equity(24 [AAPL])5.150100e+10
Equity(25 [ARNC_PR])5.573000e+09
Equity(62 [ABT])5.150000e+09
Equity(64 [ABX])2.315000e+09
Equity(100 [IEP])3.212000e+09
Equity(128 [ADM])1.656500e+10
Equity(161 [AEP])4.432000e+09
Equity(166 [AES])3.721000e+09
Equity(168 [AET])1.495300e+10
\n", "
" ], "text/plain": [ " Revenue\n", "2016-01-04 00:00:00+00:00 Equity(2 [ARNC]) 5.573000e+09\n", " Equity(24 [AAPL]) 5.150100e+10\n", " Equity(25 [ARNC_PR]) 5.573000e+09\n", " Equity(62 [ABT]) 5.150000e+09\n", " Equity(64 [ABX]) 2.315000e+09\n", " Equity(100 [IEP]) 3.212000e+09\n", " Equity(128 [ADM]) 1.656500e+10\n", " Equity(161 [AEP]) 4.432000e+09\n", " Equity(166 [AES]) 3.721000e+09\n", " Equity(168 [AET]) 1.495300e+10" ] }, "execution_count": 2, "metadata": {}, "output_type": "execute_result" } ], "source": [ "universe = morningstar.income_statement.total_revenue.latest.top(500)\n", "\n", "pipe = Pipeline(\n", " columns={\n", " 'Revenue': morningstar.income_statement.total_revenue.latest\n", " },\n", " screen=universe\n", ")\n", "res = run_pipeline(pipe, '2016-01-01', '2016-01-01')\n", "print \"There are %d assets in this universe.\" % len(res.index.levels[1])\n", "\n", "res.head(10) # print 10 constituents " ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "This is a good start, but again, it is a very naive universe. Normally, high revenue is a characteristic of a healthy, thriving company, but there are many other things that play into the construction of a good universe. While this idea has a reasonable economic basis, more analysis has to be conducted to determine the efficacy of this universe. There may be more subtle things occurring independently of the revenue of its constituent companies.\n", "\n", "For the rest of this notebook, we will design our own universe, profile it and check its performance. Let's create the Lectures500!" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "##Lectures500\n", "\n", "###Sector Exposure\n", "\n", "If I create a universe that only looks at equities in the technology sector, my algorithm will have an extreme sector bias. Companies in the same industry sector are affected by similar macroeconomic trends and therefore their performance tends to be correlated. In the case of particular strategies, we may find the benefits of working exclusively within a particular sector greater than the downside risks, but this is not suitable for creating a general-purpose, quality universe.\n", "\n", "Let's have a look at the sector breakdown of the Lectures500." ] }, { "cell_type": "code", "execution_count": 3, "metadata": { "collapsed": false }, "outputs": [], "source": [ "# Rename our universe to Lectures500\n", "Lectures500 = universe\n", "\n", "SECTOR_CODE_NAMES = {\n", " Sector.BASIC_MATERIALS: 'Basic Materials',\n", " Sector.CONSUMER_CYCLICAL: 'Consumer Cyclical',\n", " Sector.FINANCIAL_SERVICES: 'Financial Services',\n", " Sector.REAL_ESTATE: 'Real Estate',\n", " Sector.CONSUMER_DEFENSIVE: 'Consumer Defensive',\n", " Sector.HEALTHCARE: 'Healthcare',\n", " Sector.UTILITIES: 'Utilities',\n", " Sector.COMMUNICATION_SERVICES: 'Communication Services',\n", " Sector.ENERGY: 'Energy',\n", " Sector.INDUSTRIALS: 'Industrials',\n", " Sector.TECHNOLOGY: 'Technology',\n", " -1 : 'Misc'\n", "}\n", "\n", "def get_sector_codes(day, universe):\n", " pipe = Pipeline(columns={'Sector': Sector()}, screen=universe)\n", " # Drop the datetime level of the index, since we only have one day of data \n", " return run_pipeline(pipe, day, day).reset_index(level=0, drop=True)\n", "\n", "\n", "def calculate_sector_counts(sectors):\n", " counts = (sectors.groupby('Sector').size())\n", "\n", " # Replace numeric sector codes with human-friendly names\n", " counts.index = counts.index.map(lambda code: SECTOR_CODE_NAMES[code])\n", " return counts\n", "\n", "lectures500_sectors = get_sector_codes('2016-01-04', Lectures500)\n", "lectures500_counts = calculate_sector_counts(lectures500_sectors)" ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "collapsed": false }, "outputs": [], "source": [ "def plot_sector_counts(sector_counts):\n", " \n", " bar = plt.subplot2grid((5,5), (0,0), rowspan=2, colspan=5)\n", " pie = plt.subplot2grid((5,5), (2,0), rowspan=3, colspan=5)\n", " \n", " # Bar chart\n", " sector_counts.plot(\n", " kind='bar',\n", " color='b',\n", " rot=30,\n", " ax=bar,\n", " )\n", " \n", " bar.set_title('Sector Exposure - Counts')\n", " \n", " # Pie chart\n", " sector_counts.plot(\n", " kind='pie', \n", " colormap='Set3', \n", " autopct='%.2f %%',\n", " fontsize=12,\n", " ax=pie,\n", " )\n", " pie.set_ylabel('') # This overwrites default ylabel, which is None :(\n", " pie.set_title('Sector Exposure - Proportions')\n", " \n", " plt.tight_layout();" ] }, { "cell_type": "code", "execution_count": 5, "metadata": { "collapsed": false }, "outputs": [ { "data": { "image/png": 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JCgqqMGsgVKTn3u2g/pWM+lcy6l/JqH8lo/6VjPpXMrbev9ION2z2EoabiYqKwtHRkeHD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sLBo3bgxA586dmTV7FklXk/D1uTNDhJOTEwXlpr+UYWZmhoe7BykpKTRt2hSA5JRk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\nnhkzZuBwONi6dSv/8z//g9vtxjR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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plot_sector_counts(lectures500_counts)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "From the above plots it is clear that there is a mild sector bias towards the financial services industry. Any big events that affect companies in this sector will have a large effect on this universe and any algorithm that uses it.\n", "\n", "One option is to equal-weight the sectors, so that equities from each industry sector make up an identical proportion of the final universe. This, however, comes with its own disadvantages. In a sector-equal Lectures500, the universe would include some lower-revenue real estate equities at the expense of higher-revenue financial services equities." ] }, { "cell_type": "markdown", "metadata": { "collapsed": true }, "source": [ "###Turnover\n", "\n", "Another thing to consider when designing a universe is the rate at which the universe changes. Turnover is a way of measuring this rate of change. Turnover is defined as the number of equities to enter or exit the universe in a particular time window. \n", "\n", "Let us imagine a universe with a turnover of 0. This universe would be completely unchanged by market movements. Moreover, stocks inappropriate for the universe would never be removed and stocks that should be included will never enter.\n", "\n", "Conversely, imagine a universe that changes every one of its constituents every day. An algorithm built on this universe will be forced to sell its entire portfolio every day. This incurs transaction costs which erode returns.\n", "\n", "When creating a universe, there is an inherent tradeoff between stagnation and sensitivity to the market.\n", "\n", "Let's have a look at the turnover for the Lectures500!" ] }, { "cell_type": "code", "execution_count": 6, "metadata": { "collapsed": true }, "outputs": [], "source": [ "res = run_pipeline(Pipeline(columns={'Lectures500' : Lectures500}), '2015-01-01', '2016-01-01')\n", "res = res.unstack().fillna(False)\n", "\n", "def calculate_daily_turnover(unstacked):\n", " return (unstacked\n", " .diff() # Get True/False showing where values changed from previous day.\n", " .iloc[1:] # Drop first row, which is meaningless after diff().\n", " .astype(bool) # diff() coerces from bool -> object :(. Undo that.\n", " .groupby(axis=1, level=0) \n", " .sum()) # Group by universe and count number of True values in each row.\n", "\n", "def plot_daily_turnover(unstacked):\n", " \n", " # Calculate locations where the inclusion state of an asset changed.\n", " turnover = calculate_daily_turnover(unstacked)\n", " \n", " # Write the data to an axis.\n", " ax = turnover.plot(figsize=(14, 8))\n", " \n", " # Add style to the axis.\n", " ax.grid(False)\n", " ax.set_title('Changes per Day')\n", " ax.set_ylabel('Number of Added or Removed Assets')\n", " \n", "\n", "def print_daily_turnover_stats(unstacked):\n", " turnover = calculate_daily_turnover(unstacked)\n", " print(turnover.describe().loc[['mean', 'std', '25%', '50%', '75%', 'min', 'max']])" ] }, { "cell_type": "code", "execution_count": 7, "metadata": { "collapsed": false }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ " Lectures500\n", "mean 1.325397\n", "std 2.743567\n", "25% 0.000000\n", "50% 0.000000\n", "75% 2.000000\n", "min 0.000000\n", "max 24.000000\n" ] }, { "data": { "image/png": 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/8IwzztA111yjP/3pT+rVq5cefPDBXX4sIFusQIcFA4B8wXQFwK2SBjx77723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Qv4RXSkYkBRogEf0QfzdDp/vrQgkS/w5MEvoiL5HA+RpI3PVmqqgqnxSqqd7moEzZKqYoaH7CnI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\nsbEEBweL3lBjY2P69u3bLgROSqjPiN7e3rz//vsEB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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "plot_daily_turnover(res)\n", "print_daily_turnover_stats(res)" ] }, { "cell_type": "markdown", "metadata": { "collapsed": true }, "source": [ "#### Smoothing\n", "\n", "A good way to reduce turnover is through smoothing functions. Smoothing is the process of taking noisy data and aggregating it in order to analyze its underlying trends. When applied to universe selection, a good smoothing function prevents equities at the universe boundary from entering and exiting frequently.\n", "\n", "One example of a potential smoothing function is a filter that finds equities that have passed the Lectures500 criteria for 16 or more days out of the past 21 days. We will call this filter `AtLeast16`. This aggregation many days of data lends a certain degree of flexibility to the edges of our universe. If, for example, Equity XYZ is very close to the boundary for inclusion, in a given month, it may flit in and out of the Lectures500 day after day. However, with the `AtLeast16` filter, Equity XYZ is allowed to enter and exit the daily universe a maximum of 5 times before it is excluded from the smoothed universe.\n", "\n", "Let's apply a smoothing function to our universe and see its effect on turnover." ] }, { "cell_type": "code", "execution_count": 8, "metadata": { "collapsed": false }, "outputs": [ { "name": "stdout", "output_type": "stream", "text": [ " Lectures500 Smoothed\n", "mean 0.845238\n", "std 1.361046\n", "25% 0.000000\n", "50% 0.000000\n", "75% 1.000000\n", "min 0.000000\n", "max 8.000000\n" ] }, { "data": { "image/png": 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vv/++2eMicgU7W0GnNhTgbIGIjNnXLU1O+z0RUUsYBjetW7fWbdwpiiI38iTK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\nKetfevIWxEkKV1uW4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m6yCV81OJbB59zUe7/v2kuC2P0y4rI0+b3q5IY3UGf/XyJLk4pq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\nFzU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"text/plain": [ "" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "from quantopian.pipeline.filters import AtLeastN\n", "\n", "Lectures500 = AtLeastN(inputs=[Lectures500],\n", " window_length=21,\n", " N=16,)\n", "\n", "res_smoothed = run_pipeline(Pipeline(columns={'Lectures500 Smoothed' : Lectures500}), \n", " '2015-01-01',\n", " '2016-01-01')\n", "res_smoothed = res_smoothed.unstack().fillna(False)\n", "\n", "plot_daily_turnover(res_smoothed)\n", "print_daily_turnover_stats(res_smoothed)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Looking at the metrics, we can see that the smoothed universe has a lower turnover than the original Lectures500. Since this is a good characteristic, we will add this logic to the universe.\n", "\n", "NB: Smoothing can also be accomplished by downsampling." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "###Tradability Concerns\n", "\n", "While controlling for sector exposure and turnover are important, perhaps the most important part of any universe selection methodology is ensuring that the securities included in the universe **can** be traded.\n", "\n", "Recently we released two of our own universes, the Q500US and the Q1500US, built with the same basic methodology. These universes are very similar to the Lectures500 under the hood and are built with all the concerns listed here in mind. As part of this release, we developed a tradability filter. The filter will return True in the follow cases:\n", "\n", "1. The stock must be the primary share class for its company.\n", "2. The company issuing the stock must have known market\n", " capitalization.\n", "3. The stock must not be a depository receipt.\n", "4. The stock must not be traded over the counter (OTC).\n", "5. The stock must not be for a limited partnership.\n", "6. The stock must have a known previous-day close price.\n", "7. The stock must have had nonzero volume on the previous trading\n", " day.\n", " \n", "Let's add these tradability constraints to the Lectures500US." ] }, { "cell_type": "code", "execution_count": 9, "metadata": { "collapsed": false }, "outputs": [], "source": [ "from quantopian.pipeline.filters import default_us_equity_universe_mask\n", "\n", "Lectures500 = Lectures500 & default_us_equity_universe_mask()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "We have now built a workable universe and have optimized it based on particular constraints!" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "##Q500US and Q1500US\n", "\n", "Although the Lectures500 is a decent universe, we highly recommend that you use the Q1500US when designing your algorithms.\n", "\n", "The Q1500US is defined as follows:\n", "\n", "\n", " At the start of each month, throw out \"hard-to-trade\" equities, then choose the top 1500 equities \n", " by 200-day average dollar volume (ADV), choosing no more than 30% of the requested equities from\n", " any single sector.\n", " \n", "and can be implemented in a single line of code.\n", "\n", "For more information about these universes, as well as a description of a paramaterized function we have released to enable custom universes like the Lectures500 to be created with ease, check out [this link][1].\n", "\n", "\n", "\n", "[1]: https://www.quantopian.com/posts/the-q500us-and-q1500us" ] }, { "cell_type": "markdown", "metadata": { "collapsed": true }, "source": [ "*This presentation is for informational purposes only and does not constitute an offer to sell, a solicitation to buy, or a recommendation for any security; nor does it constitute an offer to provide investment advisory or other services by Quantopian, Inc. (\"Quantopian\"). Nothing contained herein constitutes investment advice or offers any opinion with respect to the suitability of any security, and any views expressed herein should not be taken as advice to buy, sell, or hold any security or as an endorsement of any security or company. In preparing the information contained herein, Quantopian, Inc. has not taken into account the investment needs, objectives, and financial circumstances of any particular investor. Any views expressed and data illustrated herein were prepared based upon information, believed to be reliable, available to Quantopian, Inc. at the time of publication. Quantopian makes no guarantees as to their accuracy or completeness. All information is subject to change and may quickly become unreliable for various reasons, including changes in market conditions or economic circumstances.*" ] } ], "metadata": { "kernelspec": { "display_name": "Python 2", "language": "python", "name": "python2" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 2 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython2", "version": "2.7.12" } }, "nbformat": 4, "nbformat_minor": 0 }