# Freqai !!! Note Freqai is still experimental, and should be used at the user's own discretion. Freqai is a module designed to automate a variety of tasks associated with training a regressor to predict signals based on input features. Among the the features includes: * Easy large feature set construction based on simple user input * Sweep model training and backtesting to simulate consistent model retraining through time * Smart outlier removal of data points from prediction sets using a Dissimilarity Index. * Data dimensionality reduction with Principal Component Analysis * Automatic file management for storage of models to be reused during live * Smart and safe data standardization * Cleaning of NaNs from the data set before training and prediction. TODO: * live is not automated, still some architectural work to be done ## Background and vocabulary **Features** are the quantities with which a model is trained. $X_i$ represents the vector of all features for a single candle. In Freqai, the user builds the features from anything they can construct in the strategy. **Labels** are the target values with which the weights inside a model are trained toward. Each set of features is associated with a single label, which is also defined within the strategy by the user. These labels look forward into the future, and are not available to the model during dryrun/live/backtesting. **Training** refers to the process of feeding individual feature sets into the model with associated labels with the goal of matching input feature sets to associated labels. **Train data** is a subset of the historic data which is fed to the model during training to adjust weights. This data directly influences weight connections in the model. **Test data** is a subset of the historic data which is used to evaluate the intermediate performance of the model during training. This data does not directly influence nodal weights within the model. ## Configuring the bot ### Example config file The user interface is isolated to the typical config file. A typical Freqai config setup includes: ```json "freqai": { "timeframes" : ["5m","15m","4h"], "train_period" : 30, "backtest_period" : 7, "identifier" : "unique-id", "base_features": [ "rsi", "mfi", "roc", ], "corr_pairlist": [ "ETH/USD", "LINK/USD", "BNB/USD" ], "feature_parameters" : { "period": 24, "shift": 2, "drop_features": false, "DI_threshold": 1, "weight_factor": 0, }, "data_split_parameters" : { "test_size": 0.25, "random_state": 42 }, "model_training_parameters" : { "n_estimators": 100, "random_state": 42, "learning_rate": 0.02, "task_type": "CPU", }, }, ``` ### Building the feature set Most of these parameters are controlling the feature data set. The `base_features` indicates the basic indicators the user wishes to include in the feature set. The `timeframes` are the timeframes of each base_feature that the user wishes to include in the feature set. In the present case, the user is asking for the `5m`, `15m`, and `4h` timeframes of the `rsi`, `mfi`, `roc`, etc. to be included in the feature set. In addition, the user can ask for each of these features to be included from informative pairs using the `corr_pairlist`. This means that the present feature set will include all the `base_features` on all the `timeframes` for each of `ETH/USD`, `LINK/USD`, and `BNB/USD`. `shift` is another user controlled parameter which indicates the number of previous candles to include in the present feature set. In other words, `shift: 2`, tells Freqai to include the the past 2 candles for each of the features included in the dataset. In total, the number of features the present user has created is:_ no. `timeframes` * no. `base_features` * no. `corr_pairlist` * no. `shift`_ 3 * 3 * 3 * 2 = 54._ ### Deciding the sliding training window and backtesting duration Users define the backtesting timerange with the typical `--timerange` parameter in the user configuration file. `train_period` is the duration of the sliding training window, while `backtest_period` is the sliding backtesting window, both in number of days. In the present example, the user is asking Freqai to use a training period of 30 days and backtest the subsequent 7 days. This means that if the user sets `--timerange 20210501-20210701`, Freqai will train 8 separate models (because the full range comprises 8 weeks), and then backtest the subsequent week associated with each of the 8 training data set timerange months. Users can think of this as a "sliding window" which emulates Freqai retraining itself once per week in live using the previous month of data. ## Running Freqai ### Training and backtesting The freqai training/backtesting module can be executed with the following command: ```bash freqtrade backtesting --strategy FreqaiExampleStrategy --config config_freqai.example.json --freqaimodel ExamplePredictionModel --timerange 20210501-20210701 ``` where the user needs to have a FreqaiExampleStrategy that fits to the requirements outlined below. The ExamplePredictionModel is a user built class which lets users design their own training procedures and data analysis. ### Building a freqai strategy The Freqai strategy requires the user to include the following lines of code in `populate_ any _indicators()` ```python from freqtrade.freqai.strategy_bridge import CustomModel def populate_indicators(self, dataframe: DataFrame, metadata: dict) -> DataFrame: # the configuration file parameters are stored here self.freqai_info = self.config['freqai'] # the model is instantiated here self.model = CustomModel(self.config) print('Populating indicators...') # the following loops are necessary for building the features # indicated by the user in the configuration file. for tf in self.freqai_info['timeframes']: dataframe = self.populate_any_indicators(metadata['pair'], dataframe.copy(), tf) for i in self.freqai_info['corr_pairlist']: dataframe = self.populate_any_indicators(i, dataframe.copy(), tf, coin=i.split("/")[0]+'-') # the model will return 4 values, its prediction, an indication of whether or not the prediction # should be accepted, the target mean/std values from the labels used during each training period. (dataframe['prediction'], dataframe['do_predict'], dataframe['target_mean'], dataframe['target_std']) = self.model.bridge.start(dataframe, metadata) return dataframe ``` The user should also include `populate_any_indicators()` from `templates/FreqaiExampleStrategy.py` which builds the feature set with a proper naming convention for the IFreqaiModel to use later. ### Building an IFreqaiModel Freqai has a base example model in `templates/ExamplePredictionModel.py`, but users can customize and create their own prediction models using the `IFreqaiModel` class. Users are encouraged to inherit `train()`, `predict()`, and `make_labels()` to let them customize various aspects of their training procedures. ### Running the model live TODO: Freqai is not automated for live yet. ## Data anylsis techniques ### Controlling the model learning process The user can define model settings for the data split `data_split_parameters` and learning parameters `model_training_parameters`. Users are encouraged to visit the Catboost documentation for more information on how to select these values. `n_estimators` increases the computational effort and the fit to the training data. If a user has a GPU installed in their system, they may benefit from changing `task_type` to `GPU`. The `weight_factor` allows the user to weight more recent data more strongly than past data via an exponential function: $$ W_i = \exp(\frac{-i}{\alpha*n}) $$ where $W_i$ is the weight of data point $i$ in a total set of $n$ data points._ Finally, `period` defines the offset used for the `labels`. In the present example, the user is asking for `labels` that are 24 candles in the future. ### Removing outliers with the Dissimilarity Index The Dissimilarity Index (DI) aims to quantiy the uncertainty associated with each prediction by the model. To do so, Freqai measures the distance between each training data point and all other training data points: $$ d_{ab} = \sqrt{\sum_{j=1}^p(X_{a,j}-X_{b,j})^2} $$ where $d_{ab}$ is the distance between the standardized points $a$ and $b$. $p$ is the number of features i.e. the length of the vector $X$. The characteristic distance, $\overline{d}$ for a set of training data points is simply the mean of the average distances: $$ \overline{d} = \sum_{a=1}^n(\sum_{b=1}^n(d_{ab}/n)/n) $$ $\overline{d}$ quantifies the spread of the training data, which is compared to the distance between the new prediction feature vectors, $X_k$ and all the training data: $$ d_k = \argmin_i d_{k,i} $$ which enables the estimation of a Dissimilarity Index: $$ DI_k = d_k/\overline{d} $$ Equity and crypto markets suffer from a high level of non-patterned noise in the form of outlier data points. The dissimilarity index allows predictions which are outliers and not existent in the model feature space, to be thrown out due to low levels of certainty. The user can tweak the DI with `DI_threshold` to increase or decrease the extrapolation of the trained model. ### Reducing data dimensionality with Principal Component Analysis TO BE WRITTEN ## Additional information ### Feature standardization The feature set created by the user is automatically standardized to the training data only. This includes all test data and unseen prediction data (dry/live/backtest). ### File structure `user_data_dir/models/` contains all the data associated with the trainings and backtestings. This file structure is heavily controlled and read by the `DataHandler()` and should thus not be modified.