Splitter
SlidingWindowSplitter
Sliding window splitter.
Quickstart
python
from sktime.split.slidingwindow import SlidingWindowSplitter
estimator = SlidingWindowSplitter(fh=1, window_length: int | float | Timedelta | timedelta | timedelta64 | DateOffset=10, step_length: int | Timedelta | timedelta | timedelta64 | DateOffset=1, initial_window: int | float | Timedelta | timedelta | timedelta64 | DateOffset | None=None, start_with_window: bool=True)Parameters(5)
- fhint, list or np.array, optional (default=1)
Forecasting horizon, determines the test window. Should be relative. The test window is determined by applying the forecasting horizon
fhto the end of the training window.- window_lengthint or timedelta or pd.DateOffset, optional (default=10)
- Window length of the training window.
- step_lengthint or timedelta or pd.DateOffset, optional (default=1)
- Step length between training windows.
- initial_windowint or timedelta or pd.DateOffset, optional (default=None)
Window length of first window. If this is set to an integer, then the first training window will have size
initial_window, and notwindow_length. This is useful for forecasting algorithms that require a minimum amount of training data. The test window size is unchanged, and determined byfh. All remaining folds, from the second onwards, will have sizewindow_length.- start_with_windowbool, optional (default=True)
If True, starts with full training window.
If False, starts with empty training window. Same as setting
initial_window=0.
Examples
>>> import numpy as np
>>> from sktime.split import SlidingWindowSplitter
>>> ts = np. arange (10)
>>> splitter = SlidingWindowSplitter (fh = [2, 4 ], window_length = 3, step_length = 2)
>>> list (splitter. split (ts)) [(array([0, 1, 2]), array([4, 6])), (array([2, 3, 4]), array([6, 8]))]