{"id":375,"date":"2018-05-30T20:44:07","date_gmt":"2018-05-30T18:44:07","guid":{"rendered":"https:\/\/www.pschatzmann.ch\/home\/?p=375"},"modified":"2020-11-21T22:22:52","modified_gmt":"2020-11-21T21:22:52","slug":"investor-a-java-quant-library","status":"publish","type":"post","link":"https:\/\/www.pschatzmann.ch\/home\/2018\/05\/30\/investor-a-java-quant-library\/","title":{"rendered":"Investor &#8211; A Java Quantitative Trading Library"},"content":{"rendered":"<h1>Introduction<\/h1>\n<p>Last year I was busy to build my own project which provides an easy to use functionality to implement and evaluate automatic stock trading strategies. It is implemented in java and therefore can be used in any environment which builds on the JVM.<\/p>\n<p>It provides the following functionality:<br \/>\n&#8211; Simple access to stock data<br \/>\n&#8211; Declarative formulation of trading strategies<br \/>\n&#8211; Evaluation of trading strategies<br \/>\n&#8211; Optimization of trading strategies<br \/>\n&#8211; Support of portfolio of multiple stocks \/ trading strategies<\/p>\n<p>At the end it should be possible to easily formulate and evaluate stock strategy and to evaluate the impact of changes on assumptions.<\/p>\n<p>In this document we demonstrates the basic functionality using Scala: We are using <a href=\"http:\/\/jupyter.org\">JupyterLab<\/a> with the <a href=\"http:\/\/beakerx.com\/\">BeakerX<\/a> Scala Kernel. The <a href=\"https:\/\/github.com\/pschatzmann\/Investor-Blogs\">Jupyter source code can be found on github<\/a>. And finally here is the link to the <a href=\"https:\/\/pschatzmann.ch\/investor\/\" rel=\"noopener noreferrer\" target=\"_blank\">Javadoc<\/a>.<\/p>\n<h2>Setup<\/h2>\n<p>We need to add the java libraries:<\/p>\n<pre><code class=\"Scala\">%classpath config resolver maven-public http:\/\/software.pschatzmann.ch\/repository\/maven-public\/\n%classpath add mvn ch.pschatzmann:investor:0.9-SNAPSHOT\n%classpath add mvn ch.pschatzmann:jupyter-jdk-extensions:0.0.1-SNAPSHOT\n\n<\/code><\/pre>\n<pre><code>Added new repo: maven-public\n<\/code><\/pre>\n<h3>Imports<\/h3>\n<p>First we define all the imports which are used in this demo:<\/p>\n<pre><code class=\"Scala\">\/\/ our stock evaluation framwork\nimport ch.pschatzmann.dates._;\nimport ch.pschatzmann.stocks._;\nimport ch.pschatzmann.stocks.data.universe._;\nimport ch.pschatzmann.stocks.input._;\nimport ch.pschatzmann.stocks.accounting._;\nimport ch.pschatzmann.stocks.accounting.kpi._;\nimport ch.pschatzmann.stocks.execution._;\nimport ch.pschatzmann.stocks.execution.fees._;\nimport ch.pschatzmann.stocks.execution.price._;\nimport ch.pschatzmann.stocks.parameters._;\nimport ch.pschatzmann.stocks.strategy._;\nimport ch.pschatzmann.stocks.strategy.optimization._;\nimport ch.pschatzmann.stocks.strategy.allocation._;\nimport ch.pschatzmann.stocks.strategy.selection._;\nimport ch.pschatzmann.stocks.integration._;\nimport ch.pschatzmann.stocks.integration.ChartData.FieldName._;\nimport ch.pschatzmann.stocks.strategy.OptimizedStrategy.Schedule._;\n\n\n\/\/ java\nimport java.util.stream.Collectors;\nimport java.util._;\nimport java.lang._;\nimport java.util.function.Consumer;\n\n\/\/ ta4j\nimport org.ta4j.core._;\nimport org.ta4j.core.analysis._;\nimport org.ta4j.core.analysis.criteria._;\nimport org.ta4j.core.indicators._;\nimport org.ta4j.core.indicators.helpers._;\nimport org.ta4j.core.trading.rules._;\n\n\/\/ jupyter custom displayer\nimport ch.pschatzmann.display.Displayers\n<\/code><\/pre>\n<pre><code>import ch.pschatzmann.dates._\nimport ch.pschatzmann.stocks._\nimport ch.pschatzmann.stocks.data.universe._\nimport ch.pschatzmann.stocks.input._\nimport ch.pschatzmann.stocks.accounting._\nimport ch.pschatzmann.stocks.accounting.kpi._\nimport ch.pschatzmann.stocks.execution._\nimport ch.pschatzmann.stocks.execution.fees._\nimport ch.pschatzmann.stocks.execution.price._\nimport ch.pschatzmann.stocks.parameters._\nimport ch.pschatzmann.stocks.strategy._\nimport ch.pschatzmann.stocks.strategy.optimization._\nimport ch.pschatzmann.stocks.strategy.allocation._\nimport ch.pschatzmann.stocks.strategy.selection._\nimport ch.pschatzmann.stocks.integration._\nimport ch.pschatzmann.stocks.integration.ChartData.FieldName._\nimport ch.pschatzmann.stocks.strategy.OptimizedStrategy.Schedule._\nimport java.util.stream...\n<\/code><\/pre>\n<p>We register the automatic displayers for charts. We are also not interested in information messages from the log, so we define a higher log level:<\/p>\n<pre><code class=\"Scala\">Displayers.setup(\"WARN\")\n\n<\/code><\/pre>\n<pre><code>true\n<\/code><\/pre>\n<h2>Basic Data Structures: Universe, StockID, StockData<\/h2>\n<p>A StockID is identifiying a stock by the trading symbol and the exchange.<\/p>\n<p>The Uninverse is a collection of StockIDs. We can use the universe to find stocks or to process a collection relevant stocks.<br \/>\n&#8211; QuandlWIKIUniverse<br \/>\n&#8211; QuandlSixUniverse<br \/>\n&#8211; QuandlEuronextUniverse<br \/>\n&#8211; MarketUniverse<br \/>\n&#8211; JsonUniverse<br \/>\n&#8211; ListUniverse<\/p>\n<pre><code class=\"Scala\">var universe = new ListUniverse(Arrays.asList(new StockID(\"AAPL\",\"NASDAQ\")));\nvar values = universe.list();\n\nDisplayers.display(values)\n\n<\/code><\/pre>\n<table>\n<tr>\n<th>ticker<\/th>\n<th>exchange<\/th>\n<\/tr>\n<tr>\n<td>AAPL<\/td>\n<td>NASDAQ<\/td>\n<\/tr>\n<\/table>\n<pre><code class=\"Scala\">var universe = new QuandlSixUniverse();\nvar values = Context.head(universe.list(),10);\n\nDisplayers.display(values)\n\n<\/code><\/pre>\n<table>\n<tr>\n<th>ticker<\/th>\n<th>exchange<\/th>\n<\/tr>\n<tr>\n<td>ARP290071876CHF<\/td>\n<td>SIX<\/td>\n<\/tr>\n<tr>\n<td>AN8068571086CHF<\/td>\n<td>SIX<\/td>\n<\/tr>\n<tr>\n<td>AT0000652011CHF<\/td>\n<td>SIX<\/td>\n<\/tr>\n<tr>\n<td>AT0000741053CHF<\/td>\n<td>SIX<\/td>\n<\/tr>\n<tr>\n<td>AT0000606306CHF<\/td>\n<td>SIX<\/td>\n<\/tr>\n<tr>\n<td>AT0000676903CHF<\/td>\n<td>SIX<\/td>\n<\/tr>\n<tr>\n<td>AT0000743059CHF<\/td>\n<td>SIX<\/td>\n<\/tr>\n<tr>\n<td>AT0000644505CHF<\/td>\n<td>SIX<\/td>\n<\/tr>\n<tr>\n<td>AT0000720008CHF<\/td>\n<td>SIX<\/td>\n<\/tr>\n<tr>\n<td>AT0000697750CHF<\/td>\n<td>SIX<\/td>\n<\/tr>\n<\/table>\n<p>Just as a side note: The API provides java collections. It is possible to convert them to a Scala type &#8211;  e.q a Seq.<\/p>\n<pre><code class=\"Scala\">var universe = new IEXUniverse();\nvar values = Context.head(universe.list(),10);\n\nDisplayers.display(values)\n\n<\/code><\/pre>\n<table>\n<tr>\n<th>ticker<\/th>\n<th>exchange<\/th>\n<\/tr>\n<tr>\n<td>A<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>AA<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>AABA<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>AAC<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>AADR<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>AAL<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>AAMC<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>AAME<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>AAN<\/td>\n<td><\/td>\n<\/tr>\n<tr>\n<td>AAOI<\/td>\n<td><\/td>\n<\/tr>\n<\/table>\n<pre><code class=\"Scala\">import scala.collection.JavaConverters;\n\nJavaConverters.asScalaBufferConverter(values).asScala.toSeq\n<\/code><\/pre>\n<pre><code>[[:A, :AA, :AABA, :AAC, :AADR, :AAL, :AAMC, :AAME, :AAN, :AAOI]]\n<\/code><\/pre>\n<p>The StockData is the class which provides the history of stock rates and some stock related KPIs. We need to indicate a Reader which defines the source of the data.<\/p>\n<p>Currently we support<br \/>\n&#8211; YahooReader<br \/>\n&#8211; QuandlWIKIReader<br \/>\n&#8211; QuandlSixReader<br \/>\n&#8211; MarketArchiveHttpReader<br \/>\n&#8211; AlphaVantageReader<br \/>\n&#8211; IEXReader<\/p>\n<p>Here is the example how to retrieve the stock history:<\/p>\n<pre><code class=\"Scala\">var stockdata = new StockData(new StockID(\"AAPL\", \"NASDAQ\"), new IEXReader());\n\nDisplayers.display(Context.tail(stockdata.getHistory(),10));\n\n<\/code><\/pre>\n<table>\n<tr>\n<th>index<\/th>\n<th>date<\/th>\n<th>low<\/th>\n<th>high<\/th>\n<th>open<\/th>\n<th>closing<\/th>\n<th>adjustmentFactor<\/th>\n<th>volume<\/th>\n<\/tr>\n<tr>\n<td>1248<\/td>\n<td>2018-05-14<\/td>\n<td>187.86<\/td>\n<td><\/td>\n<td>189.01<\/td>\n<td>188.15<\/td>\n<td><\/td>\n<td>20778772<\/td>\n<\/tr>\n<tr>\n<td>1249<\/td>\n<td>2018-05-15<\/td>\n<td>185.1<\/td>\n<td><\/td>\n<td>186.78<\/td>\n<td>186.44<\/td>\n<td><\/td>\n<td>23695159<\/td>\n<\/tr>\n<tr>\n<td>1250<\/td>\n<td>2018-05-16<\/td>\n<td>186<\/td>\n<td><\/td>\n<td>186.07<\/td>\n<td>188.18<\/td>\n<td><\/td>\n<td>19183064<\/td>\n<\/tr>\n<tr>\n<td>1251<\/td>\n<td>2018-05-17<\/td>\n<td>186.36<\/td>\n<td><\/td>\n<td>188<\/td>\n<td>186.99<\/td>\n<td><\/td>\n<td>17294029<\/td>\n<\/tr>\n<tr>\n<td>1252<\/td>\n<td>2018-05-18<\/td>\n<td>186.13<\/td>\n<td><\/td>\n<td>187.19<\/td>\n<td>186.31<\/td>\n<td><\/td>\n<td>18297728<\/td>\n<\/tr>\n<tr>\n<td>1253<\/td>\n<td>2018-05-21<\/td>\n<td>186.9106<\/td>\n<td><\/td>\n<td>188<\/td>\n<td>187.63<\/td>\n<td><\/td>\n<td>18400787<\/td>\n<\/tr>\n<tr>\n<td>1254<\/td>\n<td>2018-05-22<\/td>\n<td>186.78<\/td>\n<td><\/td>\n<td>188.375<\/td>\n<td>187.16<\/td>\n<td><\/td>\n<td>15240704<\/td>\n<\/tr>\n<tr>\n<td>1255<\/td>\n<td>2018-05-23<\/td>\n<td>185.76<\/td>\n<td><\/td>\n<td>186.35<\/td>\n<td>188.36<\/td>\n<td><\/td>\n<td>20058415<\/td>\n<\/tr>\n<tr>\n<td>1256<\/td>\n<td>2018-05-24<\/td>\n<td>186.21<\/td>\n<td><\/td>\n<td>188.77<\/td>\n<td>188.15<\/td>\n<td><\/td>\n<td>23233975<\/td>\n<\/tr>\n<tr>\n<td>1257<\/td>\n<td>2018-05-25<\/td>\n<td>187.65<\/td>\n<td><\/td>\n<td>188.23<\/td>\n<td>188.58<\/td>\n<td><\/td>\n<td>17460963<\/td>\n<\/tr>\n<\/table>\n<h2>Charts<\/h2>\n<p>Unfortunatly the BeakerX charting currently does not work in Jupyterlab. Therfore we use JFeeChart http:\/\/www.jfree.org\/jfreechart\/.<\/p>\n<p>Now, we can display a stock chart in just 1 line:<\/p>\n<pre><code class=\"Scala\">var aapl = new StockData(new StockID(\"AAPL\", \"NASDAQ\"), new MarketArchiveHttpReader());\nnew TimeSeriesChart().add(aapl)\n<\/code><\/pre>\n<p><img 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Analysis with TA4J<\/h2>\n<p>Ta4j is an open source Java library for technical analysis. It provides the basic components for creation, evaluation and execution of trading strategies.<\/p>\n<p>We can use our StockData functionality as data source for TA4J to e.g. to calculate indicators:<\/p>\n<pre><code class=\"Scala\">var stockData:IStockData = new StockData(new StockID(\"AAPL\", \"NASDAQ\"), new MarketArchiveHttpReader());\n\/\/ translate to Ta4j TimeSeries\nvar series = new Ta4jTimeSeries(stockData, new DateRange(Context.date(\"2017-01-01\"),new Date()));\n\/\/ Closing Prices\nvar closePrice:Indicator[Decimal] = new ClosePriceIndicator(series);\n\/\/ Getting the simple moving average (SMA) of the close price over the last 5 ticks\nvar shortSma:Indicator[Decimal] = new SMAIndicator(closePrice, 5);\n\/\/ Getting a longer SMA (e.g. over the 30 last ticks)\nvar longSma:Indicator[Decimal] = new SMAIndicator(closePrice, 30);\n\n\/\/ create chart\nvar chart = new TimeSeriesChart()\nchart.add(shortSma,\"shortSma\")\nchart.add(closePrice,\"close\")\nchart.add(longSma,\"longSma\")\n\nchart\n<\/code><\/pre>\n<p><img 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with TA4J<\/h2>\n<p>Here is the complete trading and evaluation example which we took from the TA4J documentation that can be found at<br \/>\nhttps:\/\/github.com\/ta4j\/ta4j\/wiki\/Getting%20started.<\/p>\n<p>The example has been converted to Scala:<\/p>\n<pre><code class=\"Scala\">var stockData = new StockData(new StockID(\"AAPL\", \"NASDAQ\"), new MarketArchiveHttpReader());\nvar series = new Ta4jTimeSeries(stockData);\nvar closePrice = new ClosePriceIndicator(series);\n\n\/\/ Getting the simple moving average (SMA) of the close price over the last 5 ticks\nvar shortSma = new SMAIndicator(closePrice, 5);\n\/\/ Getting a longer SMA (e.g. over the 30 last ticks)\nvar longSma = new SMAIndicator(closePrice, 30);\n\n\/\/ Buying rules\n\/\/ We want to buy:\n\/\/  - if the 5-ticks SMA crosses over 30-ticks SMA\n\/\/  - or if the price goes below a defined price (e.g $800.00)\nvar buyingRule = new CrossedUpIndicatorRule(shortSma, longSma)\n        .or(new CrossedDownIndicatorRule(closePrice, Decimal.valueOf(\"800\")));\n\n\/\/ Selling rules\n\/\/ We want to sell:\n\/\/  - if the 5-ticks SMA crosses under 30-ticks SMA\n\/\/  - or if if the price looses more than 3%\n\/\/  - or if the price earns more than 2%\nvar sellingRule = new CrossedDownIndicatorRule(shortSma, longSma)\n        .or(new StopLossRule(closePrice, Decimal.valueOf(\"3\")))\n        .or(new StopGainRule(closePrice, Decimal.valueOf(\"2\")));\n\nvar strategy = new BaseStrategy(buyingRule, sellingRule);\n\n\/\/ Running our juicy trading strategy...\nvar manager = new TimeSeriesManager(series);\nvar tradingRecord = manager.run(strategy);\nprintln(\"Number of trades for our strategy: \" + tradingRecord.getTradeCount());\n\n\/\/ Getting the cash flow of the resulting trades\nvar cashFlow = new CashFlow(series, tradingRecord);\n\n\/\/ Getting the profitable trades ratio\nvar profitTradesRatio = new AverageProfitableTradesCriterion();\nprintln(\"Profitable trades ratio: \" + profitTradesRatio.calculate(series, tradingRecord));\n\n\/\/ Getting the reward-risk ratio\nvar rewardRiskRatio = new RewardRiskRatioCriterion();\nprintln(\"Reward-risk ratio: \" + rewardRiskRatio.calculate(series, tradingRecord));\n\n\/\/ Total profit of our strategy\n\/\/ vs total profit of a buy-and-hold strategy\nvar vsBuyAndHold = new VersusBuyAndHoldCriterion(new TotalProfitCriterion());\nprintln(\"Our profit vs buy-and-hold profit: \" + vsBuyAndHold.calculate(series, tradingRecord));\n\n\"--END--\"\n<\/code><\/pre>\n<pre><code>Number of trades for our strategy: 218\nProfitable trades ratio: 0.536697247706422\nReward-risk ratio: 1.8774625448568232\nOur profit vs buy-and-hold profit: 0.0019066141135999938\n\n\n\n\n\n--END--\n<\/code><\/pre>\n<p>So far we have seen how we can use our functionality toghether with TA4J to implement an automatic trading and evaluation platform.<\/p>\n<p>In the next Chapter we demonstrate our own Trading Simulation and Optimization functionality.<\/p>\n<h2>Accounts and Paper Trader<\/h2>\n<p>The Account class is used to record and evaluate trades. We need to indicate the opening amount, the open date of the account and the Fees Model (IFeesModel).<br \/>\nWe can optionally register a generic reader or a ticker specific reader which defines from where the stock  information is read.<\/p>\n<p>The requested stock trades are recorded with the addTransaction() method. Positive quantities are purchased, negative quantities are sold.<\/p>\n<p>The paper trader implements the basic trading (simulation) functionality. We can indicate a delay (with setDelay() and the price logic with setPrice(). In our example the trade is executed on the next day with the open rate.<\/p>\n<p>With the execute() method we start the processing which is processing the open unfilled orders.<\/p>\n<pre><code class=\"Scala\">var stockdata = new StockID(\"AAPL\", \"NASDAQ\");\nvar account = new Account(\"Simulation\",\"USD\", 100000.00, Context.date(\"2015-01-01\"), new PerTradeFees(10.0));\n\naccount.putReader(new MarketArchiveHttpReader());\naccount.addTransaction(new Transaction(Context.date(\"2015-01-04\"), stockdata, +100l));\naccount.addTransaction(new Transaction(Context.date(\"2015-10-04\"), stockdata, -90l));\n\nvar trader = new PaperTrader(account);\n\/\/ configure alternative logic\ntrader.setDelay(new OneDayDelay());\ntrader.setPrice(new OpenPrice());\ntrader.execute();\n\n\/\/ display the resulting transactions\nDisplayers.display(account.getTransactions());\n\n<\/code><\/pre>\n<table>\n<tr>\n<th>active<\/th>\n<th>stockID<\/th>\n<th>date<\/th>\n<th>quantity<\/th>\n<th>requestedPrice<\/th>\n<th>filledPrice<\/th>\n<th>fees<\/th>\n<th>comment<\/th>\n<th>id<\/th>\n<th>impactOnCash<\/th>\n<th>buyOrSell<\/th>\n<th>requestedPriceType<\/th>\n<\/tr>\n<tr>\n<td>true<\/td>\n<td>\n<table >\n<tr>\n<th>Key<\/th>\n<th>Value<\/th>\n<\/tr>\n<tr>\n<td>ticker<\/td>\n<td>Cash<\/td>\n<\/tr>\n<tr>\n<td>exchange<\/td>\n<td>Account<\/td>\n<\/tr>\n<\/table>\n<\/td>\n<td>2015-01-01<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td><\/td>\n<td>7217808a-02f5-4204-8c33-0ffb74e1e423<\/td>\n<td>100000<\/td>\n<td>NA<\/td>\n<td>CashTransfer<\/td>\n<\/tr>\n<tr>\n<td>true<\/td>\n<td>\n<table >\n<tr>\n<th>Key<\/th>\n<th>Value<\/th>\n<\/tr>\n<tr>\n<td>ticker<\/td>\n<td>AAPL<\/td>\n<\/tr>\n<tr>\n<td>exchange<\/td>\n<td>NASDAQ<\/td>\n<\/tr>\n<\/table>\n<\/td>\n<td>2015-01-05<\/td>\n<td>100<\/td>\n<td>0<\/td>\n<td>102.5099<\/td>\n<td>10<\/td>\n<td><\/td>\n<td>d8590f3b-7f8c-4795-8eaa-a01e73ce0f91<\/td>\n<td>-10260.9933<\/td>\n<td>Buy<\/td>\n<td>Market<\/td>\n<\/tr>\n<tr>\n<td>true<\/td>\n<td>\n<table >\n<tr>\n<th>Key<\/th>\n<th>Value<\/th>\n<\/tr>\n<tr>\n<td>ticker<\/td>\n<td>AAPL<\/td>\n<\/tr>\n<tr>\n<td>exchange<\/td>\n<td>NASDAQ<\/td>\n<\/tr>\n<\/table>\n<\/td>\n<td>2015-10-05<\/td>\n<td>-90<\/td>\n<td>0<\/td>\n<td>105.3364<\/td>\n<td>10<\/td>\n<td><\/td>\n<td>fd1bd3ec-b5fb-4a86-8521-84e9c20d9d2a<\/td>\n<td>9470.2776<\/td>\n<td>Sell<\/td>\n<td>Market<\/td>\n<\/tr>\n<\/table>\n<h2>Trading Strategies<\/h2>\n<p>The heart of automatic trading are the &#8220;trading strategies&#8221;. A class which implements ITradingStrategy can be used for automatic trading. A class which implements IOptimizableTradingStrategy can be used for automatic parameter optimization and automatic trading.<\/p>\n<p>The framework comes with the following standard strategies:<\/p>\n<pre><code class=\"Scala\">TradingStrategyFactory.list()\n<\/code><\/pre>\n<pre><code>[CCICorrectionStrategy, GlobalExtremaStrategy, MovingMomentumStrategy, RSI2Strategy, BuyAndHoldStrategy]\n<\/code><\/pre>\n<p>The Fitness class will be used to evaluate the strategies. As a result it provides both the input and the calculated KPI ouput parameters and updates the account.<\/p>\n<p>You can use the SimulatedFitness class if you want to avoid the update to the account.<\/p>\n<pre><code class=\"Scala\">Displayers.display(account.getTransactions().collect(Collectors.toList()))\n<\/code><\/pre>\n<table>\n<tr>\n<th>active<\/th>\n<th>stockID<\/th>\n<th>date<\/th>\n<th>quantity<\/th>\n<th>requestedPrice<\/th>\n<th>filledPrice<\/th>\n<th>fees<\/th>\n<th>comment<\/th>\n<th>id<\/th>\n<th>impactOnCash<\/th>\n<th>buyOrSell<\/th>\n<th>requestedPriceType<\/th>\n<\/tr>\n<tr>\n<td>true<\/td>\n<td>\n<table >\n<tr>\n<th>Key<\/th>\n<th>Value<\/th>\n<\/tr>\n<tr>\n<td>ticker<\/td>\n<td>Cash<\/td>\n<\/tr>\n<tr>\n<td>exchange<\/td>\n<td>Account<\/td>\n<\/tr>\n<\/table>\n<\/td>\n<td>2015-01-01<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td><\/td>\n<td>7217808a-02f5-4204-8c33-0ffb74e1e423<\/td>\n<td>100000<\/td>\n<td>NA<\/td>\n<td>CashTransfer<\/td>\n<\/tr>\n<tr>\n<td>true<\/td>\n<td>\n<table >\n<tr>\n<th>Key<\/th>\n<th>Value<\/th>\n<\/tr>\n<tr>\n<td>ticker<\/td>\n<td>AAPL<\/td>\n<\/tr>\n<tr>\n<td>exchange<\/td>\n<td>NASDAQ<\/td>\n<\/tr>\n<\/table>\n<\/td>\n<td>2015-01-05<\/td>\n<td>100<\/td>\n<td>0<\/td>\n<td>102.5099<\/td>\n<td>10<\/td>\n<td><\/td>\n<td>d8590f3b-7f8c-4795-8eaa-a01e73ce0f91<\/td>\n<td>-10260.9933<\/td>\n<td>Buy<\/td>\n<td>Market<\/td>\n<\/tr>\n<tr>\n<td>true<\/td>\n<td>\n<table >\n<tr>\n<th>Key<\/th>\n<th>Value<\/th>\n<\/tr>\n<tr>\n<td>ticker<\/td>\n<td>AAPL<\/td>\n<\/tr>\n<tr>\n<td>exchange<\/td>\n<td>NASDAQ<\/td>\n<\/tr>\n<\/table>\n<\/td>\n<td>2015-10-05<\/td>\n<td>-90<\/td>\n<td>0<\/td>\n<td>105.3364<\/td>\n<td>10<\/td>\n<td><\/td>\n<td>fd1bd3ec-b5fb-4a86-8521-84e9c20d9d2a<\/td>\n<td>9470.2776<\/td>\n<td>Sell<\/td>\n<td>Market<\/td>\n<\/tr>\n<\/table>\n<pre><code class=\"Scala\">var account = new Account(\"Simulation\",\"USD\", 100000.00, Context.date(\"2015-01-01\"), new PerTradeFees(10.0));\nvar stockdata = new StockData(new StockID(\"AAPL\", \"NASDAQ\"), new MarketArchiveHttpReader());\nvar strategy = new RSI2Strategy(stockdata);\nvar trader = new PaperTrader(account);\nvar state = new Fitness(trader).getFitness(strategy, account.getDateRange());\n\n\/\/ print one parameter\nprintln(\"Return: \" + state.result().getValue(KPI.AbsoluteReturn));\n\n\/\/ print all parameters\nDisplayers.display(state.result().getParameters())\n<\/code><\/pre>\n<pre><code>Return: 56741.0\n<\/code><\/pre>\n<table >\n<tr>\n<th>Key<\/th>\n<th>Value<\/th>\n<\/tr>\n<tr>\n<td>ReturnPercentAnualized<\/td>\n<td>19<\/td>\n<\/tr>\n<tr>\n<td>NumberOfTrades<\/td>\n<td>5<\/td>\n<\/tr>\n<tr>\n<td>SharpeRatio<\/td>\n<td>1<\/td>\n<\/tr>\n<tr>\n<td>MaxDrawDownPercent<\/td>\n<td>33517<\/td>\n<\/tr>\n<tr>\n<td>PurchasedValue<\/td>\n<td>92884<\/td>\n<\/tr>\n<tr>\n<td>ReturnPurcentStdDev<\/td>\n<td>0<\/td>\n<\/tr>\n<tr>\n<td>RealizedGains<\/td>\n<td>-7066<\/td>\n<\/tr>\n<tr>\n<td>NumberOfBuys<\/td>\n<td>3<\/td>\n<\/tr>\n<tr>\n<td>TotalFees<\/td>\n<td>50<\/td>\n<\/tr>\n<tr>\n<td>AbsoluteReturn<\/td>\n<td>56741<\/td>\n<\/tr>\n<tr>\n<td>MaxDrawDownLowValue<\/td>\n<td>88757<\/td>\n<\/tr>\n<tr>\n<td>MaxDrawDownNumberOfDays<\/td>\n<td>458<\/td>\n<\/tr>\n<tr>\n<td>AbsoluteReturnAvaragePerDay<\/td>\n<td>74<\/td>\n<\/tr>\n<tr>\n<td>ActualValue<\/td>\n<td>156741<\/td>\n<\/tr>\n<tr>\n<td>MaxDrawDownHighValue<\/td>\n<td>122274<\/td>\n<\/tr>\n<tr>\n<td>AbsoluteReturnStdDev<\/td>\n<td>1235<\/td>\n<\/tr>\n<tr>\n<td>UnrealizedGains<\/td>\n<td>63858<\/td>\n<\/tr>\n<tr>\n<td>ReturnPercent<\/td>\n<td>57<\/td>\n<\/tr>\n<tr>\n<td>NumberOfTradedStocks<\/td>\n<td>1<\/td>\n<\/tr>\n<tr>\n<td>Cash<\/td>\n<td>97<\/td>\n<\/tr>\n<tr>\n<td>NumberOfCashTransfers<\/td>\n<td>1<\/td>\n<\/tr>\n<tr>\n<td>NumberOfSells<\/td>\n<td>2<\/td>\n<\/tr>\n<\/table>\n<pre><code class=\"Scala\">Displayers.display(account.getTransactions())\n<\/code><\/pre>\n<table>\n<tr>\n<th>active<\/th>\n<th>stockID<\/th>\n<th>date<\/th>\n<th>quantity<\/th>\n<th>requestedPrice<\/th>\n<th>filledPrice<\/th>\n<th>fees<\/th>\n<th>comment<\/th>\n<th>id<\/th>\n<th>impactOnCash<\/th>\n<th>buyOrSell<\/th>\n<th>requestedPriceType<\/th>\n<\/tr>\n<tr>\n<td>true<\/td>\n<td>\n<table >\n<tr>\n<th>Key<\/th>\n<th>Value<\/th>\n<\/tr>\n<tr>\n<td>ticker<\/td>\n<td>Cash<\/td>\n<\/tr>\n<tr>\n<td>exchange<\/td>\n<td>Account<\/td>\n<\/tr>\n<\/table>\n<\/td>\n<td>2015-01-01<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td><\/td>\n<td>1af70412-cea9-4c63-a3ad-5e6ba047f31b<\/td>\n<td>100000<\/td>\n<td>NA<\/td>\n<td>CashTransfer<\/td>\n<\/tr>\n<tr>\n<td>true<\/td>\n<td>\n<table >\n<tr>\n<th>Key<\/th>\n<th>Value<\/th>\n<\/tr>\n<tr>\n<td>ticker<\/td>\n<td>AAPL<\/td>\n<\/tr>\n<tr>\n<td>exchange<\/td>\n<td>NASDAQ<\/td>\n<\/tr>\n<\/table>\n<\/td>\n<td>2015-01-12<\/td>\n<td>966<\/td>\n<td>0<\/td>\n<td>103.4187<\/td>\n<td>10<\/td>\n<td><\/td>\n<td>1e16cf8a-81fb-4115-8bff-6e65abc38749<\/td>\n<td>-99912.458<\/td>\n<td>Buy<\/td>\n<td>Market<\/td>\n<\/tr>\n<tr>\n<td>true<\/td>\n<td>\n<table >\n<tr>\n<th>Key<\/th>\n<th>Value<\/th>\n<\/tr>\n<tr>\n<td>ticker<\/td>\n<td>AAPL<\/td>\n<\/tr>\n<tr>\n<td>exchange<\/td>\n<td>NASDAQ<\/td>\n<\/tr>\n<\/table>\n<\/td>\n<td>2015-08-17<\/td>\n<td>-966<\/td>\n<td>0<\/td>\n<td>112.3154<\/td>\n<td>10<\/td>\n<td><\/td>\n<td>5bf75205-f175-4760-9ec9-6a8402bd5219<\/td>\n<td>108486.6756<\/td>\n<td>Sell<\/td>\n<td>Market<\/td>\n<\/tr>\n<tr>\n<td>true<\/td>\n<td>\n<table >\n<tr>\n<th>Key<\/th>\n<th>Value<\/th>\n<\/tr>\n<tr>\n<td>ticker<\/td>\n<td>AAPL<\/td>\n<\/tr>\n<tr>\n<td>exchange<\/td>\n<td>NASDAQ<\/td>\n<\/tr>\n<\/table>\n<\/td>\n<td>2016-04-15<\/td>\n<td>1020<\/td>\n<td>0<\/td>\n<td>106.3323<\/td>\n<td>10<\/td>\n<td><\/td>\n<td>c4543d5d-108e-4383-8088-d723dab52bfd<\/td>\n<td>-108468.9442<\/td>\n<td>Buy<\/td>\n<td>Market<\/td>\n<\/tr>\n<tr>\n<td>true<\/td>\n<td>\n<table >\n<tr>\n<th>Key<\/th>\n<th>Value<\/th>\n<\/tr>\n<tr>\n<td>ticker<\/td>\n<td>AAPL<\/td>\n<\/tr>\n<tr>\n<td>exchange<\/td>\n<td>NASDAQ<\/td>\n<\/tr>\n<\/table>\n<\/td>\n<td>2016-05-10<\/td>\n<td>-1020<\/td>\n<td>0<\/td>\n<td>90.979<\/td>\n<td>10<\/td>\n<td><\/td>\n<td>3fbc5afb-00f2-49ca-bce4-364a77cbe0b1<\/td>\n<td>92788.5762<\/td>\n<td>Sell<\/td>\n<td>Market<\/td>\n<\/tr>\n<tr>\n<td>true<\/td>\n<td>\n<table >\n<tr>\n<th>Key<\/th>\n<th>Value<\/th>\n<\/tr>\n<tr>\n<td>ticker<\/td>\n<td>AAPL<\/td>\n<\/tr>\n<tr>\n<td>exchange<\/td>\n<td>NASDAQ<\/td>\n<\/tr>\n<\/table>\n<\/td>\n<td>2016-08-11<\/td>\n<td>878<\/td>\n<td>0<\/td>\n<td>105.6793<\/td>\n<td>10<\/td>\n<td><\/td>\n<td>58710958-a9ac-49eb-861f-9ec8b66d5988<\/td>\n<td>-92796.3972<\/td>\n<td>Buy<\/td>\n<td>Market<\/td>\n<\/tr>\n<\/table>\n<pre><code class=\"Scala\">\/\/ create chart for total values\nvar chart = new TimeSeriesChart();\nchart.add(account.getTotalValueHistory(), \"Total Value\")\nchart.add(account.getCashHistoryForAllDates(), \"Cash\")\nchart.add(account.getActualValueHistory(), \"Actual Value\")\nchart.addLabels(account.getTransactions())\n\nchart\n<\/code><\/pre>\n<p><img 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order to get a better understanding of the development of the values over time we can<br \/>\nchart the Acocunt information.<\/p>\n<pre><code class=\"Scala\">Displayers.display(account.getTransactions())\n<\/code><\/pre>\n<table>\n<tr>\n<th>active<\/th>\n<th>stockID<\/th>\n<th>date<\/th>\n<th>quantity<\/th>\n<th>requestedPrice<\/th>\n<th>filledPrice<\/th>\n<th>fees<\/th>\n<th>comment<\/th>\n<th>id<\/th>\n<th>impactOnCash<\/th>\n<th>buyOrSell<\/th>\n<th>requestedPriceType<\/th>\n<\/tr>\n<tr>\n<td>true<\/td>\n<td>\n<table >\n<tr>\n<th>Key<\/th>\n<th>Value<\/th>\n<\/tr>\n<tr>\n<td>ticker<\/td>\n<td>Cash<\/td>\n<\/tr>\n<tr>\n<td>exchange<\/td>\n<td>Account<\/td>\n<\/tr>\n<\/table>\n<\/td>\n<td>2015-01-01<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td>0<\/td>\n<td><\/td>\n<td>1af70412-cea9-4c63-a3ad-5e6ba047f31b<\/td>\n<td>100000<\/td>\n<td>NA<\/td>\n<td>CashTransfer<\/td>\n<\/tr>\n<tr>\n<td>true<\/td>\n<td>\n<table >\n<tr>\n<th>Key<\/th>\n<th>Value<\/th>\n<\/tr>\n<tr>\n<td>ticker<\/td>\n<td>AAPL<\/td>\n<\/tr>\n<tr>\n<td>exchange<\/td>\n<td>NASDAQ<\/td>\n<\/tr>\n<\/table>\n<\/td>\n<td>2015-01-12<\/td>\n<td>966<\/td>\n<td>0<\/td>\n<td>103.4187<\/td>\n<td>10<\/td>\n<td><\/td>\n<td>1e16cf8a-81fb-4115-8bff-6e65abc38749<\/td>\n<td>-99912.458<\/td>\n<td>Buy<\/td>\n<td>Market<\/td>\n<\/tr>\n<tr>\n<td>true<\/td>\n<td>\n<table >\n<tr>\n<th>Key<\/th>\n<th>Value<\/th>\n<\/tr>\n<tr>\n<td>ticker<\/td>\n<td>AAPL<\/td>\n<\/tr>\n<tr>\n<td>exchange<\/td>\n<td>NASDAQ<\/td>\n<\/tr>\n<\/table>\n<\/td>\n<td>2015-08-17<\/td>\n<td>-966<\/td>\n<td>0<\/td>\n<td>112.3154<\/td>\n<td>10<\/td>\n<td><\/td>\n<td>5bf75205-f175-4760-9ec9-6a8402bd5219<\/td>\n<td>108486.6756<\/td>\n<td>Sell<\/td>\n<td>Market<\/td>\n<\/tr>\n<tr>\n<td>true<\/td>\n<td>\n<table >\n<tr>\n<th>Key<\/th>\n<th>Value<\/th>\n<\/tr>\n<tr>\n<td>ticker<\/td>\n<td>AAPL<\/td>\n<\/tr>\n<tr>\n<td>exchange<\/td>\n<td>NASDAQ<\/td>\n<\/tr>\n<\/table>\n<\/td>\n<td>2016-04-15<\/td>\n<td>1020<\/td>\n<td>0<\/td>\n<td>106.3323<\/td>\n<td>10<\/td>\n<td><\/td>\n<td>c4543d5d-108e-4383-8088-d723dab52bfd<\/td>\n<td>-108468.9442<\/td>\n<td>Buy<\/td>\n<td>Market<\/td>\n<\/tr>\n<tr>\n<td>true<\/td>\n<td>\n<table >\n<tr>\n<th>Key<\/th>\n<th>Value<\/th>\n<\/tr>\n<tr>\n<td>ticker<\/td>\n<td>AAPL<\/td>\n<\/tr>\n<tr>\n<td>exchange<\/td>\n<td>NASDAQ<\/td>\n<\/tr>\n<\/table>\n<\/td>\n<td>2016-05-10<\/td>\n<td>-1020<\/td>\n<td>0<\/td>\n<td>90.979<\/td>\n<td>10<\/td>\n<td><\/td>\n<td>3fbc5afb-00f2-49ca-bce4-364a77cbe0b1<\/td>\n<td>92788.5762<\/td>\n<td>Sell<\/td>\n<td>Market<\/td>\n<\/tr>\n<tr>\n<td>true<\/td>\n<td>\n<table >\n<tr>\n<th>Key<\/th>\n<th>Value<\/th>\n<\/tr>\n<tr>\n<td>ticker<\/td>\n<td>AAPL<\/td>\n<\/tr>\n<tr>\n<td>exchange<\/td>\n<td>NASDAQ<\/td>\n<\/tr>\n<\/table>\n<\/td>\n<td>2016-08-11<\/td>\n<td>878<\/td>\n<td>0<\/td>\n<td>105.6793<\/td>\n<td>10<\/td>\n<td><\/td>\n<td>58710958-a9ac-49eb-861f-9ec8b66d5988<\/td>\n<td>-92796.3972<\/td>\n<td>Buy<\/td>\n<td>Market<\/td>\n<\/tr>\n<\/table>\n<h3>Trading Strategies Description<\/h3>\n<pre><code class=\"Scala\">import scala.collection.JavaConversions._\n\nvar list = new ArrayList[HashMap[String,String]]()\nfor (strategy &lt;-  TradingStrategyFactory.list()) {\n    var map = new HashMap[String,String]();\n    map.put(\"Name\", strategy)\n    map.put(\"Description\",TradingStrategyFactory.getStrategyDesciption(strategy))\n    list.add(map)\n}\n\nDisplayers.display(list)\n<\/code><\/pre>\n<table>\n<tr>\n<th>Description<\/th>\n<th>Name<\/th>\n<\/tr>\n<tr>\n<td>Developed by Donald Lambert, the Commodity Channel Index (CCI) is a momentum oscillator that can be used to identify a new trend or warn of extreme conditions. This strategy uses weekly CCI to dictate the trading bias when it surges above +100 or plunges below -100, which are key levels noted by Lambert. Once the trading bias is set, daily CCI is used to generate trading signals when it reaches its extremes.<br \/>\n<a href=\"http:\/\/stockcharts.com\/school\/doku.php?id=chart_school:trading_strategies:cci_correction\">Details can be found in stockcharts<\/a><\/p>\n<\/td>\n<td>CCICorrectionStrategy<\/td>\n<\/tr>\n<tr>\n<td>This strategy compares the current price to the global extrema over a week. We ar going long if the close price goes below the minimum price. We are going short if the close price goes above the maximum price.<\/td>\n<td>GlobalExtremaStrategy<\/td>\n<\/tr>\n<tr>\n<td>Many trading strategies are based on a process, not a single signal. This process often involves a series of steps that ultimately lead to a signal. Typically, chartists first establish a trading bias or long-term perspective. Second, chartists wait for pullbacks or bounces that will improve the risk-reward ratio. Third, chartists look for a reversal that indicates a subsequent upturn or downturn in price. The strategy put forth here uses moving average to define the trend, the Stochastic Oscillator to identify corrections within that trend and the MACD-Histogram to signal short-term reversals. It is a complete strategy based on a three step process.<\/p>\n<p>http:\/\/stockcharts.com\/school\/doku.php?id=chart_school:trading_strategies:moving_momentum\n<\/td>\n<td>MovingMomentumStrategy<\/td>\n<\/tr>\n<tr>\n<td>Developed by Larry Connors, the 2-period RSI strategy is a mean-reversion trading strategy designed to buy or sell securities after a corrective period. The strategy is rather simple. Connors suggests looking for buying opportunities when 2-period RSI moves below 10, which is considered deeply oversold. Conversely, traders can look for short-selling opportunities when 2-period RSI moves above 90. This is a rather aggressive short-term strategy designed to participate in an ongoing trend. It is not designed to identify major tops or bottoms. Before looking at the details, note that this article is designed to educate chartists on possible strategies. We are not presenting a stand-alone trading strategy that can be used right out of the box. Instead, this article is meant to enhance strategy development and refinement.<br \/>\nSee http:\/\/stockcharts.com\/school\/doku.php?id=chart_school:trading_strategies:rsi2.\n<\/td>\n<td>RSI2Strategy<\/td>\n<\/tr>\n<tr>\n<td>We buy the title when the account is opened and hold the stock. This strategy can be used as a baseline to compare the other strategies.<\/td>\n<td>BuyAndHoldStrategy<\/td>\n<\/tr>\n<\/table>\n<h2>Comparing Trading Strategies<\/h2>\n<p>Here is a small example which compares the trading strategies for Apple starting from 2015-01-01<\/p>\n<pre><code class=\"Scala\">import java.util.ArrayList\n\ndef calculateResult(account:Account, strategy : IOptimizableTradingStrategy) : java.util.Map[String,Object] = {\n    var state = new SimulatedFitness(account).getFitness(strategy, account.getDateRange());\n    var result = state.getMap();\n    \/\/ add strategy name to result\n    result.put(\"Strategy\", strategy.getClass().getSimpleName());\n    return result;\n}\n\nvar account = new Account(\"Simulation\",\"USD\", 100000.00, Context.date(\"2015-01-01\"), new PerTradeFees(10.0));\nvar sd = Context.getStockData(\"AAPL\", \"NASDAQ\");\n\nvar result = new ArrayList[java.util.Map[String,Object]]();\nresult.add(calculateResult(account, new RSI2Strategy(sd)));\nresult.add(calculateResult(account, new BuyAndHoldStrategy(sd)));\nresult.add(calculateResult(account, new CCICorrectionStrategy(sd)));\nresult.add(calculateResult(account, new GlobalExtremaStrategy(sd)));\nresult.add(calculateResult(account, new MovingMomentumStrategy(sd)));\n\nDisplayers.display(result)\n<\/code><\/pre>\n<table>\n<tr>\n<th>PurchasedValue<\/th>\n<th>SharpeRatio<\/th>\n<th>RealizedGains<\/th>\n<th>UnrealizedGains<\/th>\n<th>LongSMAPeriod<\/th>\n<th>Cash<\/th>\n<th>MaxDrawDownLowValue<\/th>\n<th>NumberOfTrades<\/th>\n<th>NumberOfTradedStocks<\/th>\n<th>EntryLimit<\/th>\n<th>RSIPeriod<\/th>\n<th>NumberOfCashTransfers<\/th>\n<th>AbsoluteReturnAvaragePerDay<\/th>\n<th>NumberOfSells<\/th>\n<th>MaxDrawDownHighValue<\/th>\n<th>ShortSMAPeriod<\/th>\n<th>ReturnPercentAnualized<\/th>\n<th>AbsoluteReturnStdDev<\/th>\n<th>ExitLimit<\/th>\n<th>AbsoluteReturn<\/th>\n<th>NumberOfBuys<\/th>\n<th>ReturnPercent<\/th>\n<th>TotalFees<\/th>\n<th>MaxDrawDownNumberOfDays<\/th>\n<th>ActualValue<\/th>\n<th>MaxDrawDownPercent<\/th>\n<th>ReturnPurcentStdDev<\/th>\n<th>Strategy<\/th>\n<\/tr>\n<tr>\n<td>92884<\/td>\n<td>1<\/td>\n<td>-7066<\/td>\n<td>63858<\/td>\n<td>200<\/td>\n<td>97<\/td>\n<td>88757<\/td>\n<td>5<\/td>\n<td>1<\/td>\n<td>5<\/td>\n<td>2<\/td>\n<td>1<\/td>\n<td>74<\/td>\n<td>2<\/td>\n<td>122274<\/td>\n<td>5<\/td>\n<td>19<\/td>\n<td>1235<\/td>\n<td>95<\/td>\n<td>56741<\/td>\n<td>3<\/td>\n<td>57<\/td>\n<td>50<\/td>\n<td>458<\/td>\n<td>156741<\/td>\n<td>33517<\/td>\n<td>0<\/td>\n<td>RSI2Strategy<\/td>\n<\/tr>\n<tr>\n<td>99990<\/td>\n<td>1<\/td>\n<td>0<\/td>\n<td>72368<\/td>\n<td><\/td>\n<td>14<\/td>\n<td>85003<\/td>\n<td>1<\/td>\n<td>1<\/td>\n<td><\/td>\n<td><\/td>\n<td>1<\/td>\n<td>94<\/td>\n<td>0<\/td>\n<td>122201<\/td>\n<td><\/td>\n<td>24<\/td>\n<td>1615<\/td>\n<td><\/td>\n<td>72358<\/td>\n<td>1<\/td>\n<td>72<\/td>\n<td>10<\/td>\n<td>426<\/td>\n<td>172358<\/td>\n<td>37198<\/td>\n<td>0<\/td>\n<td>BuyAndHoldStrategy<\/td>\n<\/tr>\n<tr>\n<td>79404<\/td>\n<td>1<\/td>\n<td>-20566<\/td>\n<td>48741<\/td>\n<td><\/td>\n<td>47<\/td>\n<td>74745<\/td>\n<td>3<\/td>\n<td>1<\/td>\n<td><\/td>\n<td><\/td>\n<td>1<\/td>\n<td>37<\/td>\n<td>1<\/td>\n<td>102875<\/td>\n<td><\/td>\n<td>9<\/td>\n<td>1106<\/td>\n<td><\/td>\n<td>28145<\/td>\n<td>2<\/td>\n<td>28<\/td>\n<td>30<\/td>\n<td>487<\/td>\n<td>128145<\/td>\n<td>28130<\/td>\n<td>0<\/td>\n<td>CCICorrectionStrategy<\/td>\n<\/tr>\n<tr>\n<td>139839<\/td>\n<td>1<\/td>\n<td>40279<\/td>\n<td>0<\/td>\n<td><\/td>\n<td>139839<\/td>\n<td>94371<\/td>\n<td>44<\/td>\n<td>1<\/td>\n<td><\/td>\n<td><\/td>\n<td>1<\/td>\n<td>52<\/td>\n<td>22<\/td>\n<td>112952<\/td>\n<td><\/td>\n<td>13<\/td>\n<td>1031<\/td>\n<td><\/td>\n<td>39839<\/td>\n<td>22<\/td>\n<td>40<\/td>\n<td>440<\/td>\n<td>318<\/td>\n<td>139839<\/td>\n<td>18582<\/td>\n<td>0<\/td>\n<td>GlobalExtremaStrategy<\/td>\n<\/tr>\n<tr>\n<td>105885<\/td>\n<td>0<\/td>\n<td>5925<\/td>\n<td>0<\/td>\n<td><\/td>\n<td>105885<\/td>\n<td>83121<\/td>\n<td>4<\/td>\n<td>1<\/td>\n<td><\/td>\n<td><\/td>\n<td>1<\/td>\n<td>8<\/td>\n<td>2<\/td>\n<td>106331<\/td>\n<td><\/td>\n<td>2<\/td>\n<td>740<\/td>\n<td><\/td>\n<td>5885<\/td>\n<td>2<\/td>\n<td>6<\/td>\n<td>40<\/td>\n<td>331<\/td>\n<td>105885<\/td>\n<td>23210<\/td>\n<td>0<\/td>\n<td>MovingMomentumStrategy<\/td>\n<\/tr>\n<\/table>\n<h2>Custom Trading Strategies<\/h2>\n<p>Finally we demonstrate how you can implement your custom Strategy. The indicators and trading strategy functionality is based on TA4J https:\/\/github.com\/ta4j\/ta4j.<\/p>\n<p>The simplest and fastest way is to implement a BaseStrategy by extending the CommonTradingStrategy:<\/p>\n<pre><code class=\"Scala\">import ch.pschatzmann.dates._;\nimport ch.pschatzmann.stocks._;\nimport ch.pschatzmann.stocks.accounting._;\nimport ch.pschatzmann.stocks.integration._;\nimport ch.pschatzmann.stocks.execution._;\nimport ch.pschatzmann.stocks.execution.fees._;\nimport ch.pschatzmann.stocks.strategy._;\nimport ch.pschatzmann.stocks.strategy.optimization._;\nimport ch.pschatzmann.stocks.input._;\nimport ch.pschatzmann.stocks.parameters._;\nimport org.ta4j.core._;\nimport org.ta4j.core.analysis._;\nimport org.ta4j.core.analysis.criteria._;\nimport org.ta4j.core.indicators._;\nimport org.ta4j.core.indicators.helpers._;\nimport org.ta4j.core.trading.rules._;\nimport ch.pschatzmann.display.Displayers\n\nclass DemoStrategy(sd : StockData) extends CommonTradingStrategy (sd){\n    \/\/ Define BaseStrategy\n    def buildStrategy(timeSeries : TimeSeries) : BaseStrategy = {\n        val closePrices = new ClosePriceIndicator(timeSeries);\n        \/\/ Getting the max price over the past week\n        val maxPrices = new MaxPriceIndicator(timeSeries);\n        val weekMaxPrice = new HighestValueIndicator(maxPrices, 7);\n        \/\/ Getting the min price over the past week\n        val minPrices = new MinPriceIndicator(timeSeries);\n        val weekMinPrice = new LowestValueIndicator(minPrices, 7);\n        \/\/ Going long if the close price goes below the min price\n        val downWeek = new MultiplierIndicator(weekMinPrice, Decimal.valueOf(1.004));\n        val buyingRule = new UnderIndicatorRule(closePrices, downWeek);\n        \/\/ Going short if the close price goes above the max price\n        val upWeek = new MultiplierIndicator(weekMaxPrice, Decimal.valueOf(0.996));\n        val sellingRule = new OverIndicatorRule(closePrices, upWeek);\n\n        return new BaseStrategy(buyingRule, sellingRule);\n    }  \n}\n\nvar apple = new StockData(new StockID(\"AAPL\", \"NASDAQ\"), new MarketArchiveHttpReader());\nvar account = new Account(\"Simulation\",\"USD\", 100000.00, Context.date(\"2015-01-01\"), new PerTradeFees(10.0));\nvar strategy = new DemoStrategy(apple);\nvar trader = new PaperTrader(account);\nvar state = new Fitness(trader).getFitness(strategy, account.getDateRange());\n\n\/\/println(\"Return: \"+state.result().getValue(KPI.AbsoluteReturn));\nDisplayers.display(state.getMap());\n\n<\/code><\/pre>\n<table >\n<tr>\n<th>Key<\/th>\n<th>Value<\/th>\n<\/tr>\n<tr>\n<td>AbsoluteReturnStdDev<\/td>\n<td>1031<\/td>\n<\/tr>\n<tr>\n<td>PurchasedValue<\/td>\n<td>139839<\/td>\n<\/tr>\n<tr>\n<td>SharpeRatio<\/td>\n<td>1<\/td>\n<\/tr>\n<tr>\n<td>RealizedGains<\/td>\n<td>40279<\/td>\n<\/tr>\n<tr>\n<td>AbsoluteReturn<\/td>\n<td>39839<\/td>\n<\/tr>\n<tr>\n<td>UnrealizedGains<\/td>\n<td>0<\/td>\n<\/tr>\n<tr>\n<td>NumberOfBuys<\/td>\n<td>22<\/td>\n<\/tr>\n<tr>\n<td>Cash<\/td>\n<td>139839<\/td>\n<\/tr>\n<tr>\n<td>ReturnPercent<\/td>\n<td>40<\/td>\n<\/tr>\n<tr>\n<td>MaxDrawDownLowValue<\/td>\n<td>94371<\/td>\n<\/tr>\n<tr>\n<td>TotalFees<\/td>\n<td>440<\/td>\n<\/tr>\n<tr>\n<td>MaxDrawDownNumberOfDays<\/td>\n<td>318<\/td>\n<\/tr>\n<tr>\n<td>NumberOfTrades<\/td>\n<td>44<\/td>\n<\/tr>\n<tr>\n<td>NumberOfTradedStocks<\/td>\n<td>1<\/td>\n<\/tr>\n<tr>\n<td>NumberOfCashTransfers<\/td>\n<td>1<\/td>\n<\/tr>\n<tr>\n<td>ActualValue<\/td>\n<td>139839<\/td>\n<\/tr>\n<tr>\n<td>MaxDrawDownPercent<\/td>\n<td>18582<\/td>\n<\/tr>\n<tr>\n<td>ReturnPurcentStdDev<\/td>\n<td>0<\/td>\n<\/tr>\n<tr>\n<td>AbsoluteReturnAvaragePerDay<\/td>\n<td>52<\/td>\n<\/tr>\n<tr>\n<td>NumberOfSells<\/td>\n<td>22<\/td>\n<\/tr>\n<tr>\n<td>MaxDrawDownHighValue<\/td>\n<td>112952<\/td>\n<\/tr>\n<tr>\n<td>ReturnPercentAnualized<\/td>\n<td>13<\/td>\n<\/tr>\n<\/table>\n<p>An alternaive approach is to implement the interface directly:<\/p>\n<pre><code class=\"Scala\">import ch.pschatzmann.dates._;\nimport ch.pschatzmann.stocks._;\nimport ch.pschatzmann.stocks.accounting._;\nimport ch.pschatzmann.stocks.integration._;\nimport ch.pschatzmann.stocks.execution._;\nimport ch.pschatzmann.stocks.execution.fees._;\nimport ch.pschatzmann.stocks.strategy._;\nimport ch.pschatzmann.stocks.strategy.optimization._;\nimport ch.pschatzmann.stocks.input._;\nimport ch.pschatzmann.stocks.parameters._;\nimport org.ta4j.core._;\nimport org.ta4j.core.analysis._;\nimport org.ta4j.core.analysis.criteria._;\nimport org.ta4j.core.indicators._;\nimport org.ta4j.core.indicators.helpers._;\nimport org.ta4j.core.trading.rules._;\nimport ch.pschatzmann.display.Displayers\n\n\/**\n * Strategy implemented in Scala \n *\/\nclass DemoStrategy extends ITradingStrategy {\n    var state = new State();\n    val stockdata = new StockData(new StockID(\"AAPL\", \"NASDAQ\"), new MarketArchiveHttpReader());\n\n    def getStrategy():Strategy = {\n        var timeSeries = new Ta4jTimeSeries(getStockData());\n        val closePrices = new ClosePriceIndicator(timeSeries);\n        \/\/ Getting the max price over the past week\n        val maxPrices = new MaxPriceIndicator(timeSeries);\n        val weekMaxPrice = new HighestValueIndicator(maxPrices, 7);\n        \/\/ Getting the min price over the past week\n        val minPrices = new MinPriceIndicator(timeSeries);\n        val weekMinPrice = new LowestValueIndicator(minPrices, 7);\n        \/\/ Going long if the close price goes below the min price\n        val downWeek = new MultiplierIndicator(weekMinPrice, Decimal.valueOf(1.004));\n        val buyingRule = new UnderIndicatorRule(closePrices, downWeek);\n        \/\/ Going short if the close price goes above the max price\n        val upWeek = new MultiplierIndicator(weekMaxPrice, Decimal.valueOf(0.996));\n        val sellingRule = new OverIndicatorRule(closePrices, upWeek);\n\n        return new BaseStrategy(buyingRule, sellingRule);\n    }\n\n    def getStockData():StockData = {\n        return stockdata;\n    }\n\n    def getName():String = {\n        return \"DemoStrategy\";\n    }\n\n    def getDescription():String = {\n        return \"Demo strategy implemented in scala\";\n    }\n\n    def getParameters():State = {\n        return state;\n    }\n\n    def reset() {}\n\n}\n\nvar account = new Account(\"Simulation\",\"USD\", 100000.00, Context.date(\"2015-01-01\"), new PerTradeFees(10.0));\nvar strategy = new DemoStrategy();\nvar trader = new PaperTrader(account);\nvar state = new Fitness(trader).getFitness(strategy,account.getDateRange());\n\n\/\/println(\"Return: \"+state.result().getValue(KPI.AbsoluteReturn));\nDisplayers.display(state.getMap());\n\n<\/code><\/pre>\n<table >\n<tr>\n<th>Key<\/th>\n<th>Value<\/th>\n<\/tr>\n<tr>\n<td>AbsoluteReturnStdDev<\/td>\n<td>1031<\/td>\n<\/tr>\n<tr>\n<td>PurchasedValue<\/td>\n<td>139839<\/td>\n<\/tr>\n<tr>\n<td>SharpeRatio<\/td>\n<td>1<\/td>\n<\/tr>\n<tr>\n<td>RealizedGains<\/td>\n<td>40279<\/td>\n<\/tr>\n<tr>\n<td>AbsoluteReturn<\/td>\n<td>39839<\/td>\n<\/tr>\n<tr>\n<td>UnrealizedGains<\/td>\n<td>0<\/td>\n<\/tr>\n<tr>\n<td>NumberOfBuys<\/td>\n<td>22<\/td>\n<\/tr>\n<tr>\n<td>Cash<\/td>\n<td>139839<\/td>\n<\/tr>\n<tr>\n<td>ReturnPercent<\/td>\n<td>40<\/td>\n<\/tr>\n<tr>\n<td>MaxDrawDownLowValue<\/td>\n<td>94371<\/td>\n<\/tr>\n<tr>\n<td>TotalFees<\/td>\n<td>440<\/td>\n<\/tr>\n<tr>\n<td>MaxDrawDownNumberOfDays<\/td>\n<td>318<\/td>\n<\/tr>\n<tr>\n<td>NumberOfTrades<\/td>\n<td>44<\/td>\n<\/tr>\n<tr>\n<td>NumberOfTradedStocks<\/td>\n<td>1<\/td>\n<\/tr>\n<tr>\n<td>NumberOfCashTransfers<\/td>\n<td>1<\/td>\n<\/tr>\n<tr>\n<td>ActualValue<\/td>\n<td>139839<\/td>\n<\/tr>\n<tr>\n<td>MaxDrawDownPercent<\/td>\n<td>18582<\/td>\n<\/tr>\n<tr>\n<td>ReturnPurcentStdDev<\/td>\n<td>0<\/td>\n<\/tr>\n<tr>\n<td>AbsoluteReturnAvaragePerDay<\/td>\n<td>52<\/td>\n<\/tr>\n<tr>\n<td>NumberOfSells<\/td>\n<td>22<\/td>\n<\/tr>\n<tr>\n<td>MaxDrawDownHighValue<\/td>\n<td>112952<\/td>\n<\/tr>\n<tr>\n<td>ReturnPercentAnualized<\/td>\n<td>13<\/td>\n<\/tr>\n<\/table>\n","protected":false},"excerpt":{"rendered":"<p>Introduction Last year I was busy to build my own project which provides an easy to use functionality to implement and evaluate automatic stock trading strategies. It is implemented in java and therefore can be used in any environment which builds on the JVM. It provides the following functionality: &#8211; [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":123,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_crdt_document":"","_import_markdown_pro_load_document_selector":0,"_import_markdown_pro_submit_text_textarea":"","_exactmetrics_skip_tracking":false,"_exactmetrics_sitenote_active":false,"_exactmetrics_sitenote_note":"","_exactmetrics_sitenote_category":0,"footnotes":""},"categories":[13],"tags":[],"class_list":["post-375","post","type-post","status-publish","format-standard","has-post-thumbnail","hentry","category-quantitative-trading"],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v27.6 - https:\/\/yoast.com\/product\/yoast-seo-wordpress\/ -->\n<title>Investor - A Java Quantitative Trading Library - Phil Schatzmann<\/title>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"https:\/\/www.pschatzmann.ch\/home\/2018\/05\/30\/investor-a-java-quant-library\/\" \/>\n<meta property=\"og:locale\" content=\"en_US\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"Investor - A Java Quantitative Trading Library - Phil Schatzmann\" \/>\n<meta property=\"og:description\" content=\"Introduction Last year I was busy to build my own project which provides an easy to use functionality to implement and evaluate automatic stock trading strategies. It is implemented in java and therefore can be used in any environment which builds on the JVM. 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