unfortunately there is no discourse forum, so I am using this way to reach out to you. I am just having some questions before I will dive deeper into gplearn.
Using LSTM or other architectures, all describing features are feed into the neural network at once. Should I do the same with gplearn?
My problem I want to solve: Prediction of heat demand, and we have to deal with different pattern depending on temperature, calendar , sunshine duration and some more.
Another option could be to just train the model on e.g. the 30 most similar days. I am asking because I think this would make the final function much easier. Covering all the different patterns in one equation sounds very hard to reach. Sometimes it is more like x**2 and sometimes more like sinus. Is the algorithm able to catch these different patterns with one single fit?
A-Priori Information:
You have explained that it make sense to provide additional functions to make the model more stable ( I really like stuff like this btw. )
So If I know that the correlation between temperature and the target can be described by sigmoid function , I should
Data - shift
Unfortunately we are dealing with a huge datashift in time since heat demand is rapidly decreasing due to energy crisis in europe. Do you have any ideas how to deal with it?
Thanks a lot for your support!
I can offer to create another example for the docs when I am finished the first runs.
All features are included in your X. I can't comment on whether the algorithm will find your best fit if it is constantly changing, but including the appropriate functions like sin might help.
Dear gplearn Community,
unfortunately there is no discourse forum, so I am using this way to reach out to you. I am just having some questions before I will dive deeper into gplearn.
Using LSTM or other architectures, all describing features are feed into the neural network at once. Should I do the same with gplearn? My problem I want to solve: Prediction of heat demand, and we have to deal with different pattern depending on temperature, calendar , sunshine duration and some more. Another option could be to just train the model on e.g. the 30 most similar days. I am asking because I think this would make the final function much easier. Covering all the different patterns in one equation sounds very hard to reach. Sometimes it is more like x**2 and sometimes more like sinus. Is the algorithm able to catch these different patterns with one single fit?
A-Priori Information: You have explained that it make sense to provide additional functions to make the model more stable ( I really like stuff like this btw. ) So If I know that the correlation between temperature and the target can be described by sigmoid function , I should
Data - shift Unfortunately we are dealing with a huge datashift in time since heat demand is rapidly decreasing due to energy crisis in europe. Do you have any ideas how to deal with it?
Thanks a lot for your support! I can offer to create another example for the docs when I am finished the first runs.