pyFTS.models.seasonal package¶
Submodules¶
pyFTS.models.seasonal.SeasonalIndexer module¶
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class
pyFTS.models.seasonal.SeasonalIndexer.
DataFrameSeasonalIndexer
(index_fields, index_seasons, data_field, **kwargs)[source]¶ Bases:
pyFTS.models.seasonal.SeasonalIndexer.SeasonalIndexer
Use the Pandas.DataFrame index position to index the seasonality
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class
pyFTS.models.seasonal.SeasonalIndexer.
DateTimeSeasonalIndexer
(date_field, index_fields, index_seasons, data_field, **kwargs)[source]¶ Bases:
pyFTS.models.seasonal.SeasonalIndexer.SeasonalIndexer
Use a Pandas.DataFrame date field to index the seasonality
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class
pyFTS.models.seasonal.SeasonalIndexer.
LinearSeasonalIndexer
(seasons, units, ignore=None, **kwargs)[source]¶ Bases:
pyFTS.models.seasonal.SeasonalIndexer.SeasonalIndexer
Use the data array/list position to index the seasonality
pyFTS.models.seasonal.cmsfts module¶
-
class
pyFTS.models.seasonal.cmsfts.
ContextualMultiSeasonalFTS
(**kwargs)[source]¶ Bases:
pyFTS.models.seasonal.sfts.SeasonalFTS
Contextual Multi-Seasonal Fuzzy Time Series
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forecast
(data, **kwargs)[source]¶ Point forecast one step ahead
Parameters: - data – time series data with the minimal length equal to the max_lag of the model
- kwargs – model specific parameters
Returns: a list with the forecasted values
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forecast_ahead
(data, steps, **kwargs)[source]¶ Point forecast n steps ahead
Parameters: - data – time series data with the minimal length equal to the max_lag of the model
- steps – the number of steps ahead to forecast
- start – in the multi step forecasting, the index of the data where to start forecasting
Returns: a list with the forecasted values
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-
class
pyFTS.models.seasonal.cmsfts.
ContextualSeasonalFLRG
(seasonality)[source]¶ Bases:
pyFTS.models.seasonal.sfts.SeasonalFLRG
Contextual Seasonal Fuzzy Logical Relationship Group
pyFTS.models.seasonal.common module¶
-
class
pyFTS.models.seasonal.common.
DateTime
[source]¶ Bases:
enum.Enum
Data and Time granularity for time granularity and seasonality identification
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day_of_month
= 30¶
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day_of_week
= 7¶
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day_of_year
= 364¶
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half
= 2¶
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hour_of_day
= 24¶
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hour_of_month
= 744¶
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hour_of_week
= 168¶
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hour_of_year
= 8736¶
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minute_of_day
= 1440¶
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minute_of_hour
= 60¶
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minute_of_month
= 44640¶
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minute_of_week
= 10080¶
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minute_of_year
= 524160¶
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month
= 12¶
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quarter
= 4¶
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second
= 8¶
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second_of_day
= 86400¶
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second_of_hour
= 3600¶
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second_of_minute
= 60.00001¶
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sixth
= 6¶
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third
= 3¶
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year
= 1¶
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-
class
pyFTS.models.seasonal.common.
FuzzySet
(datepart, name, mf, parameters, centroid, alpha=1.0, **kwargs)[source]¶ Bases:
pyFTS.common.FuzzySet.FuzzySet
Temporal/Seasonal Fuzzy Set
pyFTS.models.seasonal.msfts module¶
-
class
pyFTS.models.seasonal.msfts.
MultiSeasonalFTS
(name, indexer, **kwargs)[source]¶ Bases:
pyFTS.models.seasonal.sfts.SeasonalFTS
Multi-Seasonal Fuzzy Time Series
-
forecast
(data, **kwargs)[source]¶ Point forecast one step ahead
Parameters: - data – time series data with the minimal length equal to the max_lag of the model
- kwargs – model specific parameters
Returns: a list with the forecasted values
-
forecast_ahead
(data, steps, **kwargs)[source]¶ Point forecast n steps ahead
Parameters: - data – time series data with the minimal length equal to the max_lag of the model
- steps – the number of steps ahead to forecast
- start – in the multi step forecasting, the index of the data where to start forecasting
Returns: a list with the forecasted values
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pyFTS.models.seasonal.partitioner module¶
-
class
pyFTS.models.seasonal.partitioner.
TimeGridPartitioner
(**kwargs)[source]¶ Bases:
pyFTS.partitioners.partitioner.Partitioner
Even Length DateTime Grid Partitioner
-
build
(data)[source]¶ Perform the partitioning of the Universe of Discourse
Parameters: data – training data Returns:
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mask
= None¶ A string with datetime formating mask
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season
= None¶ Seasonality, a pyFTS.models.seasonal.common.DateTime object
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pyFTS.models.seasonal.sfts module¶
Simple First Order Seasonal Fuzzy Time Series implementation of Song (1999) based of Conventional FTS by Chen (1996)
- Song, “Seasonal forecasting in fuzzy time series,” Fuzzy sets Syst., vol. 107, pp. 235–236, 1999.
S.-M. Chen, “Forecasting enrollments based on fuzzy time series,” Fuzzy Sets Syst., vol. 81, no. 3, pp. 311–319, 1996.
-
class
pyFTS.models.seasonal.sfts.
SeasonalFLRG
(seasonality)[source]¶ Bases:
pyFTS.common.flrg.FLRG
First Order Seasonal Fuzzy Logical Relationship Group
-
class
pyFTS.models.seasonal.sfts.
SeasonalFTS
(**kwargs)[source]¶ Bases:
pyFTS.common.fts.FTS
First Order Seasonal Fuzzy Time Series