{
"cells": [
{
"cell_type": "markdown",
"metadata": {},
"source": [
"# Temporal Fusion Transformer\n",
"In this notebook, we show two examples of how two use Darts' `TFTModel`.\n",
"If you are new to darts, we recommend you first follow the [quick start](https://unit8co.github.io/darts/quickstart/00-quickstart.html) notebook."
]
},
{
"cell_type": "code",
"execution_count": 1,
"metadata": {},
"outputs": [],
"source": [
"# fix python path if working locally\n",
"from utils import fix_pythonpath_if_working_locally\n",
"\n",
"fix_pythonpath_if_working_locally()"
]
},
{
"cell_type": "code",
"execution_count": 2,
"metadata": {},
"outputs": [],
"source": [
"%load_ext autoreload\n",
"%autoreload 2\n",
"%matplotlib inline"
]
},
{
"cell_type": "code",
"execution_count": 3,
"metadata": {
"tags": []
},
"outputs": [],
"source": [
"import warnings\n",
"\n",
"import matplotlib.pyplot as plt\n",
"import numpy as np\n",
"import pandas as pd\n",
"\n",
"from darts import TimeSeries, concatenate\n",
"from darts.dataprocessing.transformers import Scaler\n",
"from darts.datasets import AirPassengersDataset, IceCreamHeaterDataset\n",
"from darts.metrics import mape\n",
"from darts.models import TFTModel\n",
"from darts.utils.likelihood_models.torch import QuantileRegression\n",
"from darts.utils.statistics import check_seasonality, plot_acf\n",
"from darts.utils.timeseries_generation import datetime_attribute_timeseries\n",
"\n",
"warnings.filterwarnings(\"ignore\")\n",
"import logging\n",
"\n",
"logging.disable(logging.CRITICAL)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Temporal Fusion Transformer (TFT)\n",
"\n",
"Darts' `TFTModel` incorporates the following main components from the original Temporal Fusion Transformer (TFT) architecture as outlined in [this paper](https://arxiv.org/pdf/1912.09363.pdf):\n",
"\n",
"- gating mechanisms: skip over unused components of the model architecture\n",
"- variable selection networks: select relevant input variables at each time step.\n",
"- temporal processing of past and future input with LSTMs (long short-term memory)\n",
"- multi-head attention: captures long-term temporal dependencies\n",
"- prediction intervals: per default, produces quantile forecasts instead of deterministic values\n",
"\n",
"### Training\n",
"`TFTModel` can be trained with past and future covariates. It is trained sequentially on fixed-size chunks consisting of an encoder and a decoder part:\n",
"\n",
"- encoder: past input with `input_chunk_length`\n",
" - **past target**: mandatory\n",
" - **past covariates**: optional\n",
"- decoder: future known input with `output_chunk_length`\n",
" - **future covariates**: mandatory (if none are available, consider `TFTModel`'s optional arguments `add_encoders` or `add_relative_index` from [here](https://unit8co.github.io/darts/generated_api/darts.models.forecasting.tft_model.html?highlight=tftmodel#temporal-fusion-transformer-tft))\n",
"\n",
"In each iteration, the model produces a quantile prediction of shape `(output_chunk_length, n_quantiles)` on the decoder part.\n",
"\n",
"### Forecast\n",
"#### Probabilistic Forecast\n",
"Per default, `TFTModel` produces probabilistic quantile forecasts using `QuantileRegression`.\n",
"This gives the range of likely target values at each prediction step.\n",
"Most deep learning models in Darts' - including `TFTModel` - support `QuantileRegression` and 16 other likelihoods to produce probabilistic forecasts by setting `likelihood=MyLikelihood()` at model creation.\n",
"\n",
"To produce meaningful results, set `num_samples >> 1` when predicting. For example:\n",
"\n",
"```\n",
"model.predict(*args, **kwargs, num_samples=200)\n",
"```\n",
"\n",
"Predictions with forecasting horizon `n` are generated auto-regressively using encoder-decoder chunks of the same size as during training.\n",
"\n",
"If `n > output_chunk_length`, you have to supply additional future values for the covariates you passed to `model.train()`.\n",
"\n",
"#### Deterministic Forecast\n",
"To produce deterministic rather than probabilistic forecasts, set parameter `likelihood` to `None` and `loss_fn` to a PyTorch loss function at model creation. For example:\n",
"\n",
"```\n",
"model = TFTModel(*args, **kwargs, likelihood=None, loss_fn=torch.nn.MSELoss())\n",
"...\n",
"model.predict(*args, **kwargs, num_samples=1)\n",
"```"
]
},
{
"cell_type": "code",
"execution_count": 4,
"metadata": {},
"outputs": [],
"source": [
"# before starting, we define some constants\n",
"num_samples = 200\n",
"\n",
"figsize = (9, 6)\n",
"lowest_q, low_q, high_q, highest_q = 0.01, 0.1, 0.9, 0.99\n",
"label_q_outer = f\"{int(lowest_q * 100)}-{int(highest_q * 100)}th percentiles\"\n",
"label_q_inner = f\"{int(low_q * 100)}-{int(high_q * 100)}th percentiles\""
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Air Passenger Example\n",
"This data set that is highly dependent on covariates. Knowing the month tells us a lot about the seasonal component, whereas the year determines the effect of the trend component.\n",
"\n",
"Additionally, let's convert the time index to integer values and use them as covariates as well. \n",
"\n",
"All of the three covariates are known in the future, and can be used as `future_covariates` with the `TFTModel`."
]
},
{
"cell_type": "code",
"execution_count": 5,
"metadata": {},
"outputs": [],
"source": [
"# Read data\n",
"series = AirPassengersDataset().load()\n",
"\n",
"# we convert monthly number of passengers to average daily number of passengers per month\n",
"series = series / TimeSeries.from_values(series.time_index.days_in_month)\n",
"series = series.astype(np.float32)\n",
"\n",
"# Create training and validation sets:\n",
"training_cutoff = pd.Timestamp(\"19571201\")\n",
"train, val = series.split_after(training_cutoff)\n",
"\n",
"# Normalize the time series (note: we avoid fitting the transformer on the validation set)\n",
"transformer = Scaler()\n",
"train_transformed = transformer.fit_transform(train)\n",
"val_transformed = transformer.transform(val)\n",
"series_transformed = transformer.transform(series)\n",
"\n",
"# create year, month and integer index covariate series\n",
"covariates = datetime_attribute_timeseries(series, attribute=\"year\", one_hot=False)\n",
"covariates = covariates.stack(\n",
" datetime_attribute_timeseries(series, attribute=\"month\", one_hot=False)\n",
")\n",
"covariates = covariates.stack(\n",
" TimeSeries.from_times_and_values(\n",
" times=series.time_index,\n",
" values=np.arange(len(series)),\n",
" columns=[\"linear_increase\"],\n",
" )\n",
")\n",
"covariates = covariates.astype(np.float32)\n",
"\n",
"# transform covariates (note: we fit the transformer on train split and can then transform the entire covariates series)\n",
"scaler_covs = Scaler()\n",
"cov_train, cov_val = covariates.split_after(training_cutoff)\n",
"scaler_covs.fit(cov_train)\n",
"covariates_transformed = scaler_covs.transform(covariates)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Create a model\n",
"If you want to produce deterministic forecasts rather than quantile forecasts, you can use a PyTorch loss function (i.e., set `loss_fn=torch.nn.MSELoss()` and `likelihood=None`).\n",
"\n",
"The `TFTModel` can only be used if some future input is given. Optional parameters `add_encoders` and `add_relative_index` can be useful, especially if we don't have\n",
"any future input available. \n",
"They generate encoded temporal data that is used as future covariates.\n",
"\n",
"Since we already have future covariates defined in our example they are commented out."
]
},
{
"cell_type": "code",
"execution_count": 6,
"metadata": {},
"outputs": [],
"source": [
"# default quantiles for QuantileRegression\n",
"quantiles = [\n",
" 0.01,\n",
" 0.05,\n",
" 0.1,\n",
" 0.15,\n",
" 0.2,\n",
" 0.25,\n",
" 0.3,\n",
" 0.4,\n",
" 0.5,\n",
" 0.6,\n",
" 0.7,\n",
" 0.75,\n",
" 0.8,\n",
" 0.85,\n",
" 0.9,\n",
" 0.95,\n",
" 0.99,\n",
"]\n",
"input_chunk_length = 24\n",
"forecast_horizon = 12\n",
"my_model = TFTModel(\n",
" input_chunk_length=input_chunk_length,\n",
" output_chunk_length=forecast_horizon,\n",
" hidden_size=64,\n",
" lstm_layers=1,\n",
" num_attention_heads=4,\n",
" dropout=0.1,\n",
" batch_size=16,\n",
" n_epochs=300,\n",
" add_relative_index=False,\n",
" add_encoders=None,\n",
" likelihood=QuantileRegression(\n",
" quantiles=quantiles\n",
" ), # QuantileRegression is set per default\n",
" # loss_fn=MSELoss(),\n",
" random_state=42,\n",
")"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Train the TFT\n",
"\n",
"In what follows, we can just provide the whole `covariates` series as `future_covariates` argument to the model; the model will slice these covariates and use only what it needs in order to train on forecasting the target `train_transformed`:"
]
},
{
"cell_type": "code",
"execution_count": 7,
"metadata": {},
"outputs": [
{
"data": {
"application/vnd.jupyter.widget-view+json": {
"model_id": "d6a7be1651ad4019be9435e85935349a",
"version_major": 2,
"version_minor": 0
},
"text/plain": [
"Training: 0it [00:00, ?it/s]"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"text/plain": [
"TFTModel(hidden_size=64, lstm_layers=1, num_attention_heads=4, full_attention=False, feed_forward=GatedResidualNetwork, dropout=0.1, hidden_continuous_size=8, categorical_embedding_sizes=None, add_relative_index=False, loss_fn=None, likelihood=, norm_type=LayerNorm, use_static_covariates=True, input_chunk_length=24, output_chunk_length=12, batch_size=16, n_epochs=300, add_encoders=None, random_state=42)"
]
},
"execution_count": 7,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"my_model.fit(train_transformed, future_covariates=covariates_transformed, verbose=True)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Look at predictions on the validation set\n",
"We perform a one-shot prediction of 24 months using the \"current\" model - i.e., the model at the end of the training procedure:"
]
},
{
"cell_type": "code",
"execution_count": 8,
"metadata": {},
"outputs": [
{
"data": {
"application/vnd.jupyter.widget-view+json": {
"model_id": "cbee4be48a6b40ce9ce469112c0bd884",
"version_major": 2,
"version_minor": 0
},
"text/plain": [
"Predicting: 0it [00:00, ?it/s]"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
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",
"text/plain": [
"
"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"series_ice_heater = IceCreamHeaterDataset().load()\n",
"\n",
"plt.figure(figsize=figsize)\n",
"series_ice_heater.plot()\n",
"\n",
"print(check_seasonality(series_ice_heater[\"ice cream\"], max_lag=36))\n",
"print(check_seasonality(series_ice_heater[\"heater\"], max_lag=36))\n",
"\n",
"plt.figure(figsize=figsize)\n",
"plot_acf(series_ice_heater[\"ice cream\"], 12, max_lag=36) # ~1 year seasonality"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Process the data\n",
"We again have a 12-month seasonality. This time we will not define monthly future covariates -> we let the model handle this itself!\n",
"\n",
"Let's define past covariates instead. What if we used past data of heater sales to predict ice cream sales?"
]
},
{
"cell_type": "code",
"execution_count": 12,
"metadata": {},
"outputs": [],
"source": [
"# convert monthly sales to average daily sales per month\n",
"converted_series = []\n",
"for col in [\"ice cream\", \"heater\"]:\n",
" converted_series.append(\n",
" series_ice_heater[col]\n",
" / TimeSeries.from_values(series_ice_heater.time_index.days_in_month)\n",
" )\n",
"converted_series = concatenate(converted_series, axis=1)\n",
"converted_series = converted_series[pd.Timestamp(\"20100101\") :]\n",
"\n",
"# define train/validation cutoff time\n",
"forecast_horizon_ice = 12\n",
"training_cutoff_ice = converted_series.time_index[-(2 * forecast_horizon_ice)]\n",
"\n",
"# use ice cream sales as target, create train and validation sets and transform data\n",
"series_ice = converted_series[\"ice cream\"]\n",
"train_ice, val_ice = series_ice.split_before(training_cutoff_ice)\n",
"transformer_ice = Scaler()\n",
"train_ice_transformed = transformer_ice.fit_transform(train_ice)\n",
"val_ice_transformed = transformer_ice.transform(val_ice)\n",
"series_ice_transformed = transformer_ice.transform(series_ice)\n",
"\n",
"# use heater sales as past covariates and transform data\n",
"covariates_heat = converted_series[\"heater\"]\n",
"cov_heat_train, cov_heat_val = covariates_heat.split_before(training_cutoff_ice)\n",
"transformer_heat = Scaler()\n",
"transformer_heat.fit(cov_heat_train)\n",
"covariates_heat_transformed = transformer_heat.transform(covariates_heat)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Create a model with automatically generated future covariates and train it\n",
"\n",
"Since we don't have future covariates defined, we need tell the model to generate future covariates itself.\n",
"\n",
"- `add_encoders`: can add multiple encodings as past and / or future covariates from datetime attributes, cyclic repeating temporal patterns, index positions and customm functions for index encodings. You can even add a transformer that handles proper scaling of the training, validation and prediction data! Read more about it in the `TFTModel` docs [from here](https://unit8co.github.io/darts/generated_api/darts.models.forecasting.tft_model.html#temporal-fusion-transformer-tft)\n",
"- `add_relative_index`: adds a scaled integer position relative to the prediction point for each encoder-decoder chunk (this might be useful if you really don't want to use any future covariates. The position values remain constant over all chunks and do not add additional information).\n",
"\n",
"We use `add_encoders={'cyclic': {'future': ['month']}}` to account for the 12-month seasonality as a future covariate.."
]
},
{
"cell_type": "code",
"execution_count": 13,
"metadata": {
"scrolled": true,
"tags": []
},
"outputs": [
{
"data": {
"application/vnd.jupyter.widget-view+json": {
"model_id": "1041c198dedc490ea22bc176b1e7ab2f",
"version_major": 2,
"version_minor": 0
},
"text/plain": [
"Training: 0it [00:00, ?it/s]"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"text/plain": [
"TFTModel(hidden_size=32, lstm_layers=1, num_attention_heads=4, full_attention=False, feed_forward=GatedResidualNetwork, dropout=0.1, hidden_continuous_size=8, categorical_embedding_sizes=None, add_relative_index=False, loss_fn=None, likelihood=None, norm_type=LayerNorm, use_static_covariates=True, input_chunk_length=36, output_chunk_length=12, batch_size=16, n_epochs=300, add_encoders={'cyclic': {'future': ['month']}}, optimizer_kwargs={'lr': 0.001}, random_state=42)"
]
},
"execution_count": 13,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"# use the last 3 years as past input data\n",
"input_chunk_length_ice = 36\n",
"\n",
"# use `add_encoders` as we don't have future covariates\n",
"my_model_ice = TFTModel(\n",
" input_chunk_length=input_chunk_length_ice,\n",
" output_chunk_length=forecast_horizon_ice,\n",
" hidden_size=32,\n",
" lstm_layers=1,\n",
" batch_size=16,\n",
" n_epochs=300,\n",
" dropout=0.1,\n",
" add_encoders={\"cyclic\": {\"future\": [\"month\"]}},\n",
" add_relative_index=False,\n",
" optimizer_kwargs={\"lr\": 1e-3},\n",
" random_state=42,\n",
")\n",
"\n",
"# fit the model with past covariates\n",
"my_model_ice.fit(\n",
" train_ice_transformed, past_covariates=covariates_heat_transformed, verbose=True\n",
")"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Look at predictions on the validation set\n",
"Again, we perform a one-shot prediction of 24 months using the \"current\" model - i.e., the model at the end of the training procedure:"
]
},
{
"cell_type": "code",
"execution_count": 14,
"metadata": {},
"outputs": [
{
"data": {
"application/vnd.jupyter.widget-view+json": {
"model_id": "a0591d71db3141f492c1f9be2eaa1925",
"version_major": 2,
"version_minor": 0
},
"text/plain": [
"Predicting: 0it [00:00, ?it/s]"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"image/png": 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",
"text/plain": [
"
"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"eval_backtest(\n",
" backtest_series=backtest_series_ice,\n",
" actual_series=series_ice_transformed[\n",
" train_ice.start_time() - 2 * forecast_horizon_ice * train_ice.freq :\n",
" ],\n",
" horizon=forecast_horizon_ice,\n",
" start=training_cutoff_ice,\n",
" transformer=transformer_ice,\n",
")"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"### Explainability\n",
"Let's try to understand what our `TFTModel` model has learned. It would be nice to see the feature importance and how much the model attentds to past and future input.\n",
"\n",
"The `TFTExplainer` does exactly that! You can find the documentation [here](https://unit8co.github.io/darts/generated_api/darts.explainability.tft_explainer.html)."
]
},
{
"cell_type": "code",
"execution_count": 17,
"metadata": {},
"outputs": [],
"source": [
"from darts.explainability import TFTExplainer"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"To instantiate the explainer we have two options:\n",
"- pass a custom background series input to be used as the default input for explanation.\n",
"- let the explainer load the background from the model automatically. This is only possible if the model was trained on a single target series (as in our case)."
]
},
{
"cell_type": "code",
"execution_count": 18,
"metadata": {},
"outputs": [],
"source": [
"explainer = TFTExplainer(my_model_ice)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Now we can generate the explanations with `explain()`. For this we again have two options:\n",
"- pass a custom foreground series input to be explained\n",
"- don't pass any foreground to explain the background"
]
},
{
"cell_type": "code",
"execution_count": 19,
"metadata": {},
"outputs": [
{
"data": {
"application/vnd.jupyter.widget-view+json": {
"model_id": "7218380ecc11445e97a6eac5c7db45e3",
"version_major": 2,
"version_minor": 0
},
"text/plain": [
"Predicting: 0it [00:00, ?it/s]"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"explainability_result = explainer.explain()"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Let's look at the feature importances:\n",
"- encoder feature importance: contains past target, past covariates and \"historic\" future covariates (the values of future covariates in the input chunk)\n",
"- decoder fetaure importance: contains \"future\" future covariates (the values of future covariates in the output chunk)\n",
"- static covariates importance: the importances of the static variables (only displayed if the model was trained on `series` with static covariates)"
]
},
{
"cell_type": "code",
"execution_count": 20,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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",
"text/plain": [
"
"
]
},
"metadata": {},
"output_type": "display_data"
}
],
"source": [
"explainer.plot_variable_selection(explainability_result)"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"As expected, the past history of ice cream sales is the most important feature in the encoder.\n",
"The cyclic encoding of the month also helped in the encoder and decoder to learn seasonal patterns."
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"Let's look at the attention (weights) that the model put on past and future input.\n",
"\n",
"We have multiple plotting options:\n",
"\n",
"`plot_type`\n",
"- \"time\" - plots the attention aggregated over all predictions steps\n",
"- \"all\" - plots the attention for each prediction step individually (ranges from `1` until `output_chunk_length`)\n",
"- \"heatmap\" - plots all the attention for each prediction step as a heatmap\n",
"\n",
"`show_index_as`\n",
"- \"relative\" - sets the x-axis relative to the first predicted time step, ranging from `-input_chunk_length` until `output_chunk_length - 1`. `0` indicates the first predicted time step (highlighted by a dashed line).\n",
"- \"time\" - Uses the actual time index on the x-axis. The dashed line highlights the first predicted time step."
]
},
{
"cell_type": "code",
"execution_count": 21,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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",
"text/plain": [
"
"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"text/plain": [
""
]
},
"execution_count": 21,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"explainer.plot_attention(explainability_result, plot_type=\"time\")"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"We can see interesting attention areas:\n",
"- maximum attention at relative index -12. This indicates a yearly seasonality which makes sense for ice cream sales.\n",
"- high attention at the start (-36) of the input chunk: this is probably both from catching the value range of current input and the seasonality (-3 years)\n",
"- higher attention towards the end (-1) of the input chunk: the model puts attention on the recent past\n",
"- attention on future input (we look at this more in the next plot)"
]
},
{
"cell_type": "code",
"execution_count": 22,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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",
"text/plain": [
"
"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"text/plain": [
""
]
},
"execution_count": 22,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"explainer.plot_attention(explainability_result, plot_type=\"all\")"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"On the output chunk (index 0 - 11), we see that the model only attends to the past relative of each horizon. This is because `TFTModel` uses `full_attention=False` by default. When setting this to `True`, the model will also attend to current, and future input."
]
},
{
"cell_type": "code",
"execution_count": 23,
"metadata": {},
"outputs": [
{
"data": {
"image/png": 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",
"text/plain": [
"
"
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"text/plain": [
""
]
},
"execution_count": 23,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"explainer.plot_attention(explainability_result, plot_type=\"heatmap\")"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"We can also get the values directly from the `exlainability_result`. You can find the documentation [here](https://unit8co.github.io/darts/generated_api/darts.explainability.explainability_result.html#darts.explainability.explainability_result.TFTExplainabilityResult)."
]
},
{
"cell_type": "code",
"execution_count": 24,
"metadata": {},
"outputs": [
{
"data": {
"text/html": [
"