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pith:2026:FUHSEB34TNMYFH4KTQBJYN6VME
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GeoFlowVLM: Geometry-Aware Joint Uncertainty for Frozen Vision-Language Embedding

Andreas Hellander, Ekta Vats, Li Ju, Mayank Nautiyal, Prashant Singh

A single masked velocity field on paired hyperspherical embeddings yields valid joint and conditional Riemannian flows for uncertainty in frozen vision-language models.

arxiv:2605.13352 v1 · 2026-05-13 · cs.LG

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Claims

C1strongest claim

A consistency result shows that, in the population limit, the trained network exposes the joint flow and both cross-modal conditional flows as valid Riemannian flow-matching velocity fields on their respective domains.

C2weakest assumption

That a single masked velocity field trained via Riemannian flow matching on paired hyperspherical embeddings will yield practically useful conditional and marginal distributions whose derived entropy and typicality scores remain calibrated on real benchmarks.

C3one line summary

GeoFlowVLM learns joint distributions of l2-normalized VLM embeddings on the product hypersphere via Riemannian flow matching to expose both aleatoric and epistemic uncertainty through derived entropy and typicality scores.

References

44 extracted · 44 resolved · 2 Pith anchors

[1] Learning transferable visual models from natural language supervision 2021
[2] Sigmoid loss for lan- guage image pre-training 2023
[3] Probabilistic embeddings for cross-modal retrieval 2021
[4] Prob- vlm: Probabilistic adapter for frozen vison-language models 1910
[5] Probabilistic embeddings for frozen vision-language models: uncertainty quantification with gaussian process latent vari- able models 2025
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First computed 2026-05-18T02:44:48.266387Z
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2d0f22077c9b59829f8a9c029c37d5612fe184ad1d5ea145f666e68df71c4a82

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arxiv: 2605.13352 · arxiv_version: 2605.13352v1 · doi: 10.48550/arxiv.2605.13352 · pith_short_12: FUHSEB34TNMY · pith_short_16: FUHSEB34TNMYFH4K · pith_short_8: FUHSEB34
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