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Hi. I read your paper very well.
I want to do two experiments.
Multivariate regression
You said "The NBEATSx model offers a solution to the multivariate regression problem" in your paper.
I will try with a multivariate datasets.
A probabilistic forecast, not a point forecasting
I'm going to apply 'Quntile regression'.
I wonder if it can be implemented without difficulty in the current architecture.
For example, simple 'loss function, ..' modifications, etc.
Please let me know if you have any advice.
Thank you.
The text was updated successfully, but these errors were encountered:
Multivariate regression problem:
We are tackling the problem P(y_[t+1:t+H] | y_[t-L:t], X_[t+1:t+H], S), where H is the forecast horizon and L are the lags, y is the target variable and X are temporal exogenous variables available at the prediction time.
You can use it to model marginal distributions with a non parametric approach.
In the past we adapted the outputs of the MLPs in the N-BEATS architecture to track the number of quantiles that you want to predict.
Hi. I read your paper very well.
I want to do two experiments.
Multivariate regression
You said "The NBEATSx model offers a solution to the multivariate regression problem" in your paper.
I will try with a multivariate datasets.
A probabilistic forecast, not a point forecasting
I'm going to apply 'Quntile regression'.
I wonder if it can be implemented without difficulty in the current architecture.
For example, simple 'loss function, ..' modifications, etc.
Please let me know if you have any advice.
Thank you.
The text was updated successfully, but these errors were encountered: