In this contribution we deal with the problem of producing“reasonable”data,when considering recorded energy consumption data,which are at certain sections incomplete and/or erroneous.This task is important,when ener...In this contribution we deal with the problem of producing“reasonable”data,when considering recorded energy consumption data,which are at certain sections incomplete and/or erroneous.This task is important,when energy providers employ prediction models for expected energy consumption,which are based on past recorded consumption data,which then of course should be reliable and valid.In a related contribution Yilmaz(2022),GAN-based methods for producing such“artificial data”have been investigated.In this contribution,we describe an alternative and complementary method based on signal inpainting,which has been successfully applied to audio processing Lieb and Stark(2018).After giving a short overview of the theory of proximity-based convex optimization,we describe and adapt an iterative inpainting scheme to our problem.The usefulness of this approach is demonstrated by analyzing real-world-data provided by a German energy supplier.展开更多
基金supported by the German Ministry of Education and Research(BMBF)within the project“AGENS:Analytischgenerative-Netzwerke zur Systemidentifikation”(grant no:05M20WFA).
文摘In this contribution we deal with the problem of producing“reasonable”data,when considering recorded energy consumption data,which are at certain sections incomplete and/or erroneous.This task is important,when energy providers employ prediction models for expected energy consumption,which are based on past recorded consumption data,which then of course should be reliable and valid.In a related contribution Yilmaz(2022),GAN-based methods for producing such“artificial data”have been investigated.In this contribution,we describe an alternative and complementary method based on signal inpainting,which has been successfully applied to audio processing Lieb and Stark(2018).After giving a short overview of the theory of proximity-based convex optimization,we describe and adapt an iterative inpainting scheme to our problem.The usefulness of this approach is demonstrated by analyzing real-world-data provided by a German energy supplier.
