LCIP: Loss-Controlled Inverse Projection of High-Dimensional Image Data

Yu Wang, Frederik L. Dennig, Michael Behrisch, Alexandru Telea
2/11/2026
cs.HCcs.LG

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Abstract

Projections (or dimensionality reduction) methods $P$ aim to map high-dimensional data to typically 2D scatterplots for visual exploration. Inverse projection methods $P^{-1}$ aim to map this 2D space to the data space to support tasks such as data augmentation, classifier analysis, and data imputation. Current $P^{-1}$ methods suffer from a fundamental limitation -- they can only generate a fixed surface-like structure in data space, which poorly covers the richness of this space. We address this by a new method that can `sweep' the data space under user control. Our method works generically for any $P$ technique and dataset, is controlled by two intuitive user-set parameters, and is simple to implement. We demonstrate it by an extensive application involving image manipulation for style transfer.

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Cite this paper

@article{wang2026lcip,
  title  = {LCIP: Loss-Controlled Inverse Projection of High-Dimensional Image Data},
  author = {Yu Wang and Frederik L. Dennig and Michael Behrisch and Alexandru Telea},
  year   = {2026},
  eprint = {2602.11141},
  archivePrefix = {arXiv},
  url    = {http://arxiv.org/abs/2602.11141v1}
}

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