NHITS
builds upon
NBEATS
and specializes its partial outputs in the different frequencies of the
time series through hierarchical interpolation and multi-rate input
processing. On the long-horizon forecasting task
NHITS
improved accuracy by 25% on AAAI’s best paper award the
Informer
,
while being 50x faster.
The model is composed of several MLPs with ReLU non-linearities. Blocks
are connected via doubly residual stacking principle with the backcast
and forecast
outputs of the l-th block. Multi-rate
input pooling, hierarchical interpolation and backcast residual
connections together induce the specialization of the additive
predictions in different signal bands, reducing memory footprint and
computational time, thus improving the architecture parsimony and
accuracy.
References*NHITS The Neural Hierarchical Interpolation for Time Series (NHITS), is an MLP-based deep neural architecture with backward and forward residual links. NHITS tackles volatility and memory complexity challenges, by locally specializing its sequential predictions into the signals frequencies with hierarchical interpolation and pooling. Parameters:
h
: int, Forecast horizon. input_size
: int,
autorregresive inputs size, y=[1,2,3,4] input_size=2 ->
y_[t-2:t]=[1,2].futr_exog_list
: str list, future exogenous
columns.hist_exog_list
: str list, historic exogenous columns.stat_exog_list
: str list, static exogenous columns.exclude_insample_y
: bool=False, the model skips the autoregressive
features y[t-input_size:t] if True.stack_types
: List[str],
stacks list in the form N * [‘identity’], to be deprecated in favor
of n_stacks
. Note that
len(stack_types)=len(n_freq_downsample)=len(n_pool_kernel_size).n_blocks
: List[int], Number of blocks for each stack. Note that
len(n_blocks) = len(stack_types).mlp_units
: List[List[int]],
Structure of hidden layers for each stack type. Each internal list
should contain the number of units of each hidden layer. Note that
len(n_hidden) = len(stack_types).n_pool_kernel_size
: List[int],
list with the size of the windows to take a max/avg over. Note that
len(stack_types)=len(n_freq_downsample)=len(n_pool_kernel_size).n_freq_downsample
: List[int], list with the stack’s coefficients
(inverse expressivity ratios). Note that
len(stack_types)=len(n_freq_downsample)=len(n_pool_kernel_size).pooling_mode
: str, input pooling module from [‘MaxPool1d’,
‘AvgPool1d’].interpolation_mode
: str=‘linear’, interpolation
basis from [‘linear’, ‘nearest’, ‘cubic’].dropout_prob_theta
:
float, Float between (0, 1). Dropout for NHITS basis.activation
:
str, activation from [‘ReLU’, ‘Softplus’, ‘Tanh’, ‘SELU’, ‘LeakyReLU’,
‘PReLU’, ‘Sigmoid’].loss
: PyTorch module, instantiated train
loss class from losses
collection.valid_loss
: PyTorch module=loss
, instantiated valid loss class from
losses
collection.max_steps
: int=1000, maximum number of training steps.learning_rate
: float=1e-3, Learning rate between (0, 1).num_lr_decays
: int=-1, Number of learning rate decays, evenly
distributed across max_steps.early_stop_patience_steps
: int=-1,
Number of validation iterations before early stopping.val_check_steps
: int=100, Number of training steps between every
validation loss check.batch_size
: int=32, number of different
series in each batch.valid_batch_size
: int=None, number of
different series in each validation and test batch, if None uses
batch_size.windows_batch_size
: int=1024, number of windows to
sample in each training batch, default uses all.inference_windows_batch_size
: int=-1, number of windows to sample in
each inference batch, -1 uses all.start_padding_enabled
:
bool=False, if True, the model will pad the time series with zeros at
the beginning, by input size.step_size
: int=1, step size between
each window of temporal data.scaler_type
: str=‘identity’, type of
scaler for temporal inputs normalization see temporal
scalers.random_seed
: int, random_seed for pytorch initializer and numpy
generators.drop_last_loader
: bool=False, if True
TimeSeriesDataLoader
drops last non-full batch.alias
: str,
optional, Custom name of the model.optimizer
: Subclass of
‘torch.optim.Optimizer’, optional, user specified optimizer instead of
the default choice (Adam).optimizer_kwargs
: dict, optional, list
of parameters used by the user specified optimizer
.lr_scheduler
: Subclass of ‘torch.optim.lr_scheduler.LRScheduler’,
optional, user specified lr_scheduler instead of the default choice
(StepLR).lr_scheduler_kwargs
: dict, optional, list of parameters
used by the user specified lr_scheduler
.dataloader_kwargs
: dict, optional, list of parameters passed into the
PyTorch Lightning dataloader by the TimeSeriesDataLoader
. **trainer_kwargs
: int, keyword trainer arguments inherited from
PyTorch Lighning’s
trainer.*Fit. The
fit
method, optimizes the neural network’s weights using the
initialization parameters (learning_rate
, windows_batch_size
, …) and
the loss
function as defined during the initialization. Within fit
we use a PyTorch Lightning Trainer
that inherits the initialization’s
self.trainer_kwargs
, to customize its inputs, see PL’s trainer
arguments.
The method is designed to be compatible with SKLearn-like classes and in
particular to be compatible with the StatsForecast library.
By default the model
is not saving training checkpoints to protect
disk memory, to get them change enable_checkpointing=True
in
__init__
.
Parameters:dataset
: NeuralForecast’s
TimeSeriesDataset
,
see
documentation.val_size
: int, validation size for temporal cross-validation.random_seed
: int=None, random_seed for pytorch initializer and numpy
generators, overwrites model.__init__’s.test_size
: int, test
size for temporal cross-validation.*Predict. Neural network prediction with PL’s
Trainer
execution of
predict_step
.
Parameters:dataset
: NeuralForecast’s
TimeSeriesDataset
,
see
documentation.test_size
: int=None, test size for temporal cross-validation.step_size
: int=1, Step size between each window.random_seed
:
int=None, random_seed for pytorch initializer and numpy generators,
overwrites model.__init__’s.quantiles
: list of floats,
optional (default=None), target quantiles to predict. **data_module_kwargs
: PL’s TimeSeriesDataModule args, see
documentation.*