Extracting disaggregated time series from an aggregate time seriesremove seasonality from weekly time series datatime series plotTime Series - PredictionAnalyzing time series associationIdentifying trend and seasonality of time series dataTime Resolution Changes in Time Series ForecastingTime series on syslogsTime series decompositionTest for heteroscedasticity in time seriesPython Time series: extracting features on a rolling window basis
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Extracting disaggregated time series from an aggregate time series
remove seasonality from weekly time series datatime series plotTime Series - PredictionAnalyzing time series associationIdentifying trend and seasonality of time series dataTime Resolution Changes in Time Series ForecastingTime series on syslogsTime series decompositionTest for heteroscedasticity in time seriesPython Time series: extracting features on a rolling window basis
$begingroup$
I've got $N = 5000$ individual time series representing hourly electricity demand from $N$ households. I also know whether each house has electric heating or not. Assume there are $N^1$ houses with electric heating and $N^0$ without.
The goal is to, for each house having electric heating, extract its electric heating demand.
So, for each house $h$ with electric heating, we assume its time series $vecx_h$ is the sum of a non-heating demand, $veca_h$, plus its electric heating demand, $vecb_h$.
I am interested in general methods to approach this problem of estimating $vecb_h$. i.e. using information from the $N^0$ time series to infer what $veca_h$ is, thereby permitting the extracting of $vecb_h$.
I know this is broad, but I'm mostly looking for references or pointers to start learning about this family of problems.
machine-learning time-series statistics
New contributor
$endgroup$
add a comment |
$begingroup$
I've got $N = 5000$ individual time series representing hourly electricity demand from $N$ households. I also know whether each house has electric heating or not. Assume there are $N^1$ houses with electric heating and $N^0$ without.
The goal is to, for each house having electric heating, extract its electric heating demand.
So, for each house $h$ with electric heating, we assume its time series $vecx_h$ is the sum of a non-heating demand, $veca_h$, plus its electric heating demand, $vecb_h$.
I am interested in general methods to approach this problem of estimating $vecb_h$. i.e. using information from the $N^0$ time series to infer what $veca_h$ is, thereby permitting the extracting of $vecb_h$.
I know this is broad, but I'm mostly looking for references or pointers to start learning about this family of problems.
machine-learning time-series statistics
New contributor
$endgroup$
add a comment |
$begingroup$
I've got $N = 5000$ individual time series representing hourly electricity demand from $N$ households. I also know whether each house has electric heating or not. Assume there are $N^1$ houses with electric heating and $N^0$ without.
The goal is to, for each house having electric heating, extract its electric heating demand.
So, for each house $h$ with electric heating, we assume its time series $vecx_h$ is the sum of a non-heating demand, $veca_h$, plus its electric heating demand, $vecb_h$.
I am interested in general methods to approach this problem of estimating $vecb_h$. i.e. using information from the $N^0$ time series to infer what $veca_h$ is, thereby permitting the extracting of $vecb_h$.
I know this is broad, but I'm mostly looking for references or pointers to start learning about this family of problems.
machine-learning time-series statistics
New contributor
$endgroup$
I've got $N = 5000$ individual time series representing hourly electricity demand from $N$ households. I also know whether each house has electric heating or not. Assume there are $N^1$ houses with electric heating and $N^0$ without.
The goal is to, for each house having electric heating, extract its electric heating demand.
So, for each house $h$ with electric heating, we assume its time series $vecx_h$ is the sum of a non-heating demand, $veca_h$, plus its electric heating demand, $vecb_h$.
I am interested in general methods to approach this problem of estimating $vecb_h$. i.e. using information from the $N^0$ time series to infer what $veca_h$ is, thereby permitting the extracting of $vecb_h$.
I know this is broad, but I'm mostly looking for references or pointers to start learning about this family of problems.
machine-learning time-series statistics
machine-learning time-series statistics
New contributor
New contributor
edited Mar 19 at 10:31
bradS
644112
644112
New contributor
asked Mar 19 at 9:22
camwade6camwade6
11
11
New contributor
New contributor
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